{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# Right Circular Cone Radar Cross Section\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Referring to Section 7.4.1.6, the geometry of the right circular cone is given in Figure 7.11. For axial incidence, the radar cross section is independent of polarization, and is written as (Equation 7.48)\n",
    "\n",
    "$$\n",
    "    \\sigma = \\frac{\\lambda^2}{\\pi}\\frac{\\left(\\dfrac{ka\\sin(\\pi/n)}{n}\\right)^2}{\\Big( \\cos(\\pi/n) - \\cos(3\\pi/n)\\Big)^2} \\hspace{0.5in} \\text{(m}^2\\text{)},\n",
    "$$\n",
    "\n",
    "\n",
    "Equation 7.48 is for first-order diffraction only, which is valid when $ka \\gg 1$.  Taking double diffraction into account, a more accurate expression for the axial radar cross section is (Equation 7.49)\n",
    "\n",
    "\\begin{align}\n",
    "    \\sigma = \\frac{\\lambda^2}{\\pi}\\left(\\dfrac{ka\\sin(\\pi/n)}{n}\\right)^2\\, \\Bigg| &\\dfrac{1}{\\big( \\cos(\\pi/n) - \\cos(3\\pi/n)\\big)^2}  \\nonumber \\\\[7pt]\n",
    "    &+ \\frac{\\sin(\\pi/n)\\, \\exp\\Big(j(2ka - \\pi/4)\\Big)}{n\\sqrt{\\pi k a}\\, \\big( \\cos(\\pi/n) - \\cos(3\\pi/2n)\\big)^2} \\Bigg|^2 \\hspace{0.15in} \\text{(m}^2\\text{)}.\\nonumber \n",
    "\\end{align}\n",
    "\n",
    "If the angle of the incident energy is normal to the generator of the cone, $\\theta_i = 90^\\text{o} - \\alpha$, then the geometrical theory of diffraction equations are no longer valid.  Instead, an expression based on the asymptotic expansion of the physical optics equation is used.  This is written as\n",
    "\n",
    "\\begin{equation}\\label{eq:rcs_cone_normal}\n",
    "    \\sigma = \\frac{8\\lambda^2 \\pi}{9 \\sin^2\\alpha\\cos\\alpha} \\left(\\frac{a}{\\lambda}\\right)^3 \\hspace{0.5in} \\text{(m}^2\\text{)}.\n",
    "\\end{equation}\n",
    "\n",
    "The other special case is when the cone is viewed from the base, $\\theta_i = 180^o$.  For this case, the physical optics expression for a circular disc is used; see Table 7.1, and repeated here as\n",
    "\n",
    "\\begin{equation}\\label{eq:rcs_cone_base}\n",
    "    \\sigma = \\frac{\\lambda^2(ka)^4}{4\\pi} \\hspace{0.5in} \\text{(m}^2\\text{)}.\n",
    "\\end{equation}\n",
    "\n",
    "For all other incident angles, the radar cross section depends on the polarization of the incident energy, and is given by the following equations\n",
    "\n",
    "\\begin{align}\\label{eq:rcs_cone_arbitrary_1}\n",
    "    \\sigma = &\\frac{\\lambda^2ka}{4\\pi^2\\sin\\theta_i}\\left(\\frac{\\sin(\\pi/n)}{n}\\right)^2 \\times  \\Bigg| \\exp\\Big[-j(2ka\\sin\\theta_i - \\frac{\\pi}{4})\\Big] \\Big[\\Big(\\cos\\frac{\\pi}{n} - 1\\Big)^{-1} \\nonumber \\\\[7pt] &\\pm \\Big(\\cos\\frac{\\pi}{n} - \\cos\\frac{3\\pi - 2\\theta_i}{n} \\Big)^{-1} \\Big]  + \\exp\\Big[j(2ka\\sin\\theta_i - \\frac{\\pi}{4})\\Big] \\Big[\\Big(\\cos\\frac{\\pi}{n} - 1\\Big)^{-1} \\nonumber \\\\[7pt] \n",
    "    & \\pm \\Big(\\cos\\frac{\\pi}{n} - \\cos\\frac{3\\pi + 2\\theta_i}{n} \\Big)^{-1} \\Big] \\Bigg|^2, \\, \\, 0 < \\theta_i < \\alpha;\n",
    "\\end{align}\n",
    "\n",
    "\\begin{align}\\label{eq:rcs_cone_arbitrary_2}\n",
    "    \\sigma = \\frac{\\lambda^2ka}{4\\pi^2\\sin\\theta_i}\\left(\\frac{\\sin(\\pi/n)}{n}\\right)^2 &\\Bigg[\\Big(\\cos\\frac{\\pi}{n} - 1\\Big)^{-1} \\pm \\nonumber \\\\[7pt] \n",
    "    & \\Big(\\cos\\frac{\\pi}{n} - \\cos\\frac{3\\pi - 2\\theta_i}{n} \\Big)^{-1} \\Bigg]^2, \\, \\,   \\alpha < \\theta_i < \\pi/2;\n",
    "\\end{align}\n",
    "\n",
    "\\begin{align}\\label{eq:rcs_cone_arbitrary_3}\n",
    "    \\sigma = &\\frac{\\lambda^2ka}{4\\pi^2\\sin\\theta_i}\\left(\\frac{\\sin(\\pi/n)}{n}\\right)^2 \\times \\Bigg| \\exp\\Big[-j(2ka\\sin\\theta_i - \\frac{\\pi}{4})\\Big] \\Big[\\Big(\\cos\\frac{\\pi}{n} - 1\\Big)^{-1} \\nonumber \\\\[7pt] \n",
    "    &  \\pm \\Big(\\cos\\frac{\\pi}{n} - \\cos\\frac{3\\pi - 2\\theta_i}{n} \\Big)^{-1} \\Big]  + \\exp\\Big[j(2ka\\sin\\theta_i - \\frac{\\pi}{4})\\Big] \\Big[\\Big(\\cos\\frac{\\pi}{n} - 1\\Big)^{-1} \\nonumber \\\\[7pt] \n",
    "    &  \\pm \\Big(\\cos\\frac{\\pi}{n} - \\cos\\frac{2\\theta_i-\\pi}{n} \\Big)^{-1} \\Big] \\Bigg|^2, \\, \\, \\pi/2 < \\theta_i < \\pi.\n",
    "\\end{align}\n",
    "\n",
    "The positive sign is used for horizontal polarization and the negative sign is used for vertical polarization.\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by getting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the operating frequency (Hz), the cone half angle (radians), and the base radius (m)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import radians\n",
    "\n",
    "frequency = 1e9\n",
    "\n",
    "cone_half_angle = radians(15.0)\n",
    "\n",
    "base_radius = 1.4"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set up the incident angles (radians) using the `linspace` routine from `scipy`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import linspace\n",
    "\n",
    "from scipy.constants import pi\n",
    "\n",
    "incident_angle = linspace(0, pi, 1801)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the radar cross section (m^2) for the right circular cone"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.rcs.right_circular_cone import radar_cross_section\n",
    "\n",
    "from numpy import array\n",
    "\n",
    "rcs = array([radar_cross_section(frequency, cone_half_angle, base_radius, ia) for ia in incident_angle])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the radar cross section (dBsm) for the right circular cone"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x1c62c344850>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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MIDk5n2RkBsnJDJKT80lGZpCcbFIQlonWutxNECWQnMwgOTmfZGQGyckMkpPzSUZmkJxsUhCWidfrLXcTRAkkJzNITs4nGZlBcjKD5OR8kpEZJCebFIRl4sQxy6IvyckMkpPzSUZmkJzMIDk5n2RkBsnJJgVhmUSj0XI3QZRAcjKD5OR8kpEZJCczSE7OJxmZQXKySUFYJpZllbsJogSSkxkkJ+eTjMwgOZlBcnI+ycgMkpNNCsIy8Xg85W6CKIHkZAbJyfkkIzNITmaQnJxPMjLDYOXUGk2ybEsHy7Z0sHJLC9ZOTlYTDodzXt98881cddVVAFx33XX87Gc/y9k/ffp0Ghsbd67RPUhBWCaBQKDcTRAlkJzMIDk5n2RkBsnJDJKT80lGZhi0nDobGZfZQsDrwu91D845h5EUhGUiY5bNIDmZQXJyPsnIDJKTGSQn55OMzDBYOXmtOGEVY9qYEA1jqnApNSjnHS7Sn10mMmbZDJKTGSQn55OMzCA5mUFycj7JyAyDl5MGdr0IjMVi7Lvvvt2vm5ubOf3007tf//KXv+S2227rfr1p06Zd/pogBWHZuFzSOWsCyckMkpPzSUZmkJzMIDk5n2RkhqI5/e2UvtvmfxgOugySUbj9nO7NgVQMpTNw0OWw38ehswnu/kTuey9+qN/2VFRU8NZbb3W/vvnmm1m4cGH362uuuYYvf/nL3a+nT5/e7zlLIf9ayyQYDJa7CaIEkpMZJCfnk4zMIDmZQXJyPsnIDIOWk4bB6CEsF+khLJN4PC4PHBtAcjKD5OR8kpEZJCczSE7OJxmZoWhOxXr0fMGc/Z1b1+DOxAlNmmdvCI0pqUfQKaQgLJN0Ol3uJogSSE5mkJycTzIyg+RkBsnJ+SQjMwxWTi2esSSwmDsoZxt+UhCWiYwtN4PkZAbJyfkkIzNITmaQnJxPMjLDYOW0k8sO9hGJRHJeX3TRRVx00UWAvQ5hb2vWrBmUrysFYZnI2HIzSE5mkJycTzIyg+RkBsnJ+SQjMwxWTrXp7aAzQOWgnG+4yccXZZJIJMrdBFECyckMkpPzSUZmkJzMIDk5n2RkhsHKyasT+LW5mUtBWCapVKrcTRAlkJzMIDk5n2RkBsnJDJKT80lGZhjcnMydZVQKwjJRytx/NKOJ5GQGycn5JCMzSE5mkJycTzIyQ++c9E4+DKjQaIdEvjPXIAVhmYTD4XI3QZRAcjKD5OR8kpEZJCczSE7OJxmZoWdOgUCApqamnS4KndBDqLWmqalpwEueyKQyZZJIJPD7/eVuhuiH5GQGycn5JCMzSE5mkJycTzIyQ8+cGhoa2LBhA9u3bx/weeJt9nsCrYM03eguCAQCNDQ0DOg9UhCWSTKZLHcTRAkkJzNITs4nGZlBcjKD5OR8kpEZeubk9XqZMWPGTp3nw79vpjLg4dZLdh+spg0rGTIqhBBCCCGEEDvJ0hq3q/xDRneW9BCWiYwtN4PkZAbJyfkkIzNITmaQnJxPMjLDYOX0xbafkEzWAwcNyvmGm/QQlokMJTCD5GQGycn5JCMzSE5mkJycTzIyw2DlNDWzlrHpLYNyrnKQgrBM5D8KM0hOZpCcnE8yMoPkZAbJyfkkIzMMVk4uMmjlHpRzlYMUhEIIIYQQQgixk1zaQitzyypzW264UChU7iaIEkhOZpCcnE8yMoPkZAbJyfkkIzMMVk4uMmiXuVOzmNtyw6XT6XI3QZRAcjKD5OR8kpEZJCczSE7OJxmZYbByWuKaQ8o/fVDOVQ7SQ1gmiUSi3E0QJZCczCA5OZ9kZAbJyQySk/NJRmYYrJy+7bmGp8d9YlDOVQ5SEAohhBBCCCHETspYZq9DKAVhmcjYcjNITmaQnJxPMjKD5GQGycn5JCMzDFZOf0l9jeO3/XVQzlUO8gxhmViWVe4miBJITmaQnJxPMjKD5GQGycn5JCMzDFZOU9hMLNM2KOcqB+khLJNYLFbuJogSSE5mkJycTzIyg+RkBsnJ+SQjMwxWTm5Zh1AIIYQQQgghRie3tsAlBaEYoGAwWO4miBJITmaQnJxPMjKD5GQGycn5JCMzDFZOLiwwuIdQniEUQgghhBBCiJ30rN6XTHBGuZux06SHsEyi0Wi5myBKIDmZQXJyPsnIDJKTGSQn55OMzLAzOUUSaX7z5HJWr17Rve0zqatZMuH0wWzasJKCUAghhBBCCCFK8JP/LuU/TzxJ5taz0ZaF1hqtwaVkHUIxQBUVFeVugiiB5GQGycn5JCMzSE5mkJycTzIyw0BzSiRivPTmIj7gWsJsazXrV76Llcnwmv8K9t/0jyFq5dCTgrBMXC75qzeB5GQGycn5JCMzSE5mkJycTzIyw0BzWv32izzOlRw/uxKAbe+/hmVlGKva8FvmDhOWf61l0tnZWe4miBJITmaQnJxPMjKD5GQGycn5JCMzDDSnlvdfBGDOMReS0m6Sm97BsjL2ToNnGZWCUAghhBBCCCH64du8kC2MZeK03WhSdXgjG9FaA6DlGUIxUH6/v9xNECWQnMwgOTmfZGQGyckMkpPzSUZmGGhOkyKL2RieD8B7gX3ZkBmDtiwAlDK3rJJ1CMvE45G/ehNITmaQnJxPMjKD5GQGycn5JCMzDCSnzo5WJrKdtfV2QfivqV/nvU3tnICL+zOH4g/LOoRigGRsuRkkJzNITs4nGZlBcjKD5OR8kpEZBpLTmqYYX0ldTmr2CQBMqAqwtT2O5fbxhdRVrK8/aohaOfSkIBRCCCGEEEKIIla2ae7JHMXY2fsDcFjrAzymPksqmQTA4EcIpSAsF5/PV+4miBJITmaQnJxPMjKD5GQGycn5JCMzDCSntjVvM9+1huljQgCEPBYNqpHI1lUs9l/M/A13DVUzh5wUhGUi/1GYQXIyg+TkfJKRGSQnM0hOzicZmWEgOe2+8s/c5PslAa+9vIQnWAtAtG07IZVAYQ1JG4eDFIRlEolEyt0EUQLJyQySk/NJRmaQnMwgOTmfZGSGgeRUFV1Ho39y92tPyC4IE+1NACiDx4w6riBUSt2mlNqslGpXSr2vlLq0x75jlVJLlVJRpdTTSqlp5WyrEEIIIYQQYuSrS28jGtxREPrDdkGY7LQLQgxedsKJLf8RMF1rXQWcDnxfKXWAUqoeuBf4FlAHLASMHawrQwnMIDmZQXJyPsnIDJKTGSQn55OMzFBqTol4lHpasSp3FIS+ugYezSygNR2wNxhcEDpukRSt9eKeL7O/ZgEHAIu11vcAKKWuAxqVUvO01kuHvaG7SBYsNYPkZAbJyfkkIzNITmaQnJxPMjJDqTk1blrLZMBVO6V7W2DsTD6d+iJfrZjE9vQxjA3PGqJWDj1HlrJKqT8opaLAUmAz8DAwH1jUdYzWuhNYmd1uHBlbbgbJyQySk/NJRmaQnMwgOTmfZGSGUnPakAxzQfJrqFnHdG+ryE4u06oDfD19KY31Bw5JG4eD43oIAbTWVyqlPgccAhwFJIAwsL3XoW1AZe/3K6UuBy4HaGhoIB6Pk0wmSWbXCQmFQqTTaRKJRPdry7KIxWIABINBAKLRKAAVFRW4XK7uxSv9fj8ej6f7tc/nw+fzdf+j8vl8+P1+IpEIWmu8Xi9+v59oNIplWXg8HhKJBM3NzViWhcvlIhgMEo/HSafT3a8TiQSpVAqlFOFwmEQi0X0N4XDYcdcUCAS6X4+Ua5KczLgmycn51xSJRAiFQiPqmiQnM65JcjLjmkZaTq2trbjd7hF1TaM5pzVtaZ639uKaQDVNTU32NUSaed3/aV5YfQFwOIl4nMbGxrJfU6GcilFa66IHlJtS6o/Ae9jDRr1a6yt77HsHuE5r/a9C71+wYIFeuHDh0Dd0gNra2qiuri53M0Q/JCczSE7OJxmZQXIyg+TkfJKRGUrN6e777+PJV97i19d9k4DP7k+zMhlc36vj1ZoPcVDrw7y29/UceOYXhrrJO00p9brWekG+fY4cMtqLB7sYXAzs07VRKRXqsd04MrbcDJKTGSQn55OMzCA5mUFycj7JyAyl5jRt3b38n+8v3cUggMvtJq69uNN2L582eFIZR7VcKTVOKXWeUiqslHIrpU4EzgeeBP4N7KmUOkspFQC+Dbxt4oQysKOLWDib5GQGycn5JCMzSE5mkJycTzIyQ6k5+WLbaXGN6bM9oXy4M/YwUFmHcPBo4ApgA9AC/Ay4Wmv9gNZ6O3AW8IPsvg8A55WrobvKsqxyN0GUQHIyg+TkfJKRGSQnM0hOzicZmaHUnELJRiK+PAUhfjxdBWE/z+k5maMmlckWfR8ssv8JYN7wtWjoeDyO+qsXBUhOZpCcnE8yMoPkZAbJyfkkIzOUmlNVuoW20PQ+25/2Honb5WZP3sZ5/Wylk3+tZRIIBMrdBFECyckMkpPzSUZmkJzMIDk5n2RkhlJy0pZFrW5lTcXYPvv+FrqEYKqF5nScuVWyDqEYIBlbbgbJyQySk/NJRmaQnMwgOTmfZGSGUnJqj6f5UPKHrJ51QZ99FT43m1Mhfpj+OB21Ri6NDkgPYdnI2HIzSE5mkJycTzIyg+RkBsnJ+SQjM5SSU2NnkpV6MsGx0/rsu67tW1jJCBfyFVw6NRRNHBbSQ1gm/S0QKZxBcjKD5OR8kpEZJCczSE7OJxmZoZSc2jct52L3I0x0d/TZp5SL3fUq3g1cysTNTw1FE4eF/Gstk2AwWO4miBJITmaQnJxPMjKD5GQGycn5JCMzlJJTZsMbfMd7K+M8kT77LJcXH2lAlp0QOyEej5e7CaIEkpMZJCfnk4zMIDmZQXJyPsnIDKXklG7fAkB1/eQ++yyXF5fS9gtZmF4MVDqdLncTRAkkJzNITs4nGZlBcjKD5OR8kpEZSslJdzaS0YrqunF997l6TMciBaEYKBlbbgbJyQySk/NJRmaQnMwgOTmfZGSGUnJyxZppV5W43O4++5aFD+KxzAGA/TyhqWSW0TKRseVmkJzMIDk5n2RkBsnJDJKT80lGZiglJ2+ihQ5XJbV59i2q+xBPr2pgsTWdQ6pnDH4Dh4m5pazhEolEuZsgSiA5mUFycj7JyAySkxkkJ+eTjMxQSk6/q7ya79X9OO8+nytDO0F+nTmLmCxMLwYqlTJ3rZLRRHIyg+TkfJKRGSQnM0hOzicZmaGUnDbHvejKiXn3nbr5d7zh/wzjacZtmfshgBSEZWLy1LSjieRkBsnJ+SQjM0hOZpCcnE8yMkMpOZ3RfgcHZ17Pu0+7PARVglcCV1G77ZXBbt6wkWcIyyQcDpe7CaIEkpMZJCfnk4zMIDmZQXJyPsnIDKXkdFH6Ht5KFigcXd4efza3n83clhtOxpabQXIyg+TkfJKRGSQnM0hOzicZmaG/nGKdHQRUCirq8h/g3tG3plTfWUhNIQVhmSSTyXI3QZRAcjKD5OR8kpEZJCczSE7OJxmZob+c2prsReld4TH5D+jZQ2jwMGEpCIUQQgghhBCil0jLNgA84fq8+7fU7M+r1m4AuFzm9hDKM4RlImPLzSA5mUFycj7JyAySkxkkJ+eTjMzQX06x9iYAKqryF4Tb6g/ix8mrOMX9MqdUTh309g0X6SEsExlKYAbJyQySk/NJRmaQnMwgOTmfZGSG/nJaW72A3eI345r6gbz7/TpJCg83ZU4mXTl5KJo4LKQgLBP5j8IMkpMZJCfnk4zMIDmZQXJyPsnIDP3l1BFPk8BHVbgi7/55W+5nYeAKFqj3cWfiQ9HEYSFDRoUQQgyZtx6/A/3W7VTEt7EmNJXwkVcyb8Gx5W6WEEII0a/qDc/wHc9/qPIek3e/ctuTytzjv56lTfvArEnD2bxBIz2EZRIKhcrdBFECyckMkpMzJRNx9nr+Sho6F5Nyh6hoX8ULj/2r3M0SRci9ZAbJyfkkIzP0l1Nt0xtc6H6cYMCfd39XQQigXDLLqBigdDpd7iaIEkhOZpCcnCke68StNCvnfIrpn3uQv8//K39RZ5W7WaIIuZfMIDk5n2Rkhv5yciXaiKggqsCi866cgtDcWUalICwTWbDUDJKTGSQnZ0q6Apyc+BHrJp9CIpHA63GTSclzNU4m95IZJCfnk4zM0F9OrmQHUVW4F1HlLEwvPYRCCCFEjqTlYomehhUcC8Cpm3/HU5mLy9wqIYQQojTeVAdRV+GlKTpr9+A1ay4ASplbVpnbcsPJ2HIzSE5mkJycKR1p5kL3Y9TG19sZuX14kWFUTib3khkkJ+eTjMzQX05WJk3MXVlwf7J2NlcnP8vXUpfIshNi4CzLKncTRAkkJzNITs5ktW/ke96bqe98387I7cOvUlgZycup5F4yg+TkfJKRGfrL6evB7/DbyT8ruN+nk7iVxb2ZI9DB/IvXm0AKwjKJxWLlboIogeRkBsnJmdJJe00ml8dPLBZDee1Z2pIpebbGqeReMoPk5HySkRn6y6k9lqIq6Cu4v6bxNZ71X8PH3E/iypibuRSEQgghhkQ6aRd+Lm/A3uDOFoQJc79pCiGEGD2+Gv8VB0efKbhfKXtm0e94b8Xfvm6YWjX4pCAsk2AwWO4miBJITmaQnJwpk7QLP7cvQDAYpLVub/6YPo1ExtyZ2EY6uZfMIDk5n2RkhmI5ZTIZTuM5GtJFCr0eM4u6ZB1CIYQQIpeVHRrq9tk9g21jD+T/0ueTdAXK2SwhhBCiX5G2FlxKQ6C64DE9ZxbVyDqEYoCi0Wi5myBKIDmZQXJypm1jDuTIxC/J1O9JNBrF78pQTUTW53IwuZfMIDk5n2RkhmI5dbY3AeCuKK0glB5CIYQQopc4ftbp8XgD9pCcaVufYFHgcmheWeaWCSGEEMXFI60AuCuqCh6TqJ7Bwq51CF3SQygGqKKiotxNECWQnMwgOTlToHkxn3E/gN/qpKKiAld2ltGu2UeF88i9ZAbJyfkkIzMUyymeTLJV1+AO1RU8JhMaz9Wpz/L55FXo0PihaOKwkIKwTFwu+as3geRkBsnJmaob3+Ja7534rRgulwt3drZRKQidS+4lM0hOzicZmaFYTtvD8/hA4g+kpx1R8Bh3OkYVnTxl7Qv+8BC0cHjIv9Yy6ezsLHcTRAkkJzNITs6k0/azgh5fgM7OTtw+uyDMJOUZQqeSe8kMkpPzSUZmKJZTNJEGIOjzFDwm1LKEh/1f57Oe+1EZcz/slIJQCCHEkNAp+5ujz28/Q+jJFoSphLnfNIUQQowO4Q3P8hfvT6lMtxY+KNvDeIXnQbyxpuFp2BCQgrBM/H5/uZsgSiA5mUFyciaVimJphb8ihN/vx103nZ+nzqbZP6ncTRMFyL1kBsnJ+SQjMxTLyde+huPcb1LhK1wu9ZxlFJllVAyUx1O4+1k4h+RkBsnJmVSqkyh+/F43Ho8Hf10Dv82cSZNPCkKnknvJDJKT80lGZiiWk5WIABCqLLzsRM9nEF1KZhkVAyRjy80gOZlBcnKmxydezsn6Nyil6OzsJOR1MYEmkp2t5W6aKEDuJTNITs4nGZmhaE6JTnuUSyBU8BDNjl5BJT2EQgghRK72tJeYb0z36wod5eXA55i+7t4ytkoIIYTon0pFiBJAFZmJNFM1tXsdQpS5ZZX0Z5eJz+crdxNECSQnM0hOzrT39gepV63Acfh8Pnxd6z0l5ZNzp5J7yQySk/NJRmYollM7IVa5prJ3kffrYC1fSH6W3Vzr+WmgZtDbN1ykICwT+Y/CDJKTGSQnZ9q39XH2smJANiO3lyQeVCpa5paJQuReMoPk5HySkRmK5fRAzYW8FzuDp4q8352OMUk18aY1G1d2rV0Tmdu3abhIJFLuJogSSE5mkJycyZuJkXLZvYJdGcUJSEHoYHIvmUFycj7JyAzFcoomM4SKrEEI4Gtfyz3+6/mm9zaUlRzs5g0b6SEUQggxJHxWjKSnLmdbXPlxpaUgFEII4WznbfslKeUDDi94jHLZM4ue5X6e9nQUCA9P4waZFIRlIkMJzCA5mUFyciafFSPjtnsIuzK6I3ghqcBEDilnw0RBci+ZQXJyPsnIDMVympFYRsxXV3A/5K5D6HKZW1aZ23LDyYKlZpCczCA5OZNfx0l7gvafsxm9WHUS5k7MPfLJvWQGycn5JCMzFMvJb8Xo8BRecgJyl5pwF5mN1OnMbbnhZGy5GSQnM0hOznSa9y88NOnzwI6MpriaqImtK2ezRBFyL5lBcnI+ycgMxXIK6BiZ7IeahfTsIVRucxemlx7CMtFal7sJogSSkxkkJ2dqS2oqKuxvpl0ZfarlN3jijcC5ZWyZKETuJTNITs4nGZmhWE4BHSfjLd5DqMMTedOazX6uFbhcUhCKAfJ6veVugiiB5GQGycl5dLKTr2VuxBU/C5jfnVHaEySk4+VtnChI7iUzSE7OJxmZoVBOWmuW6Kl0hqYWfb/2hfhs8vNMUdu5w2vuMGEZMlomMrbcDJKTGSQn54lHWvmY+0kmpuzhoV0ZWZ4KAlIQOpbcS2aQnJxPMjJDoZwSaYtzk99m6dTzi77fnYkx17WetXocLnmGUAxUNCrTrptAcjKD5OQ80Ug7AO6APQV3V0aWNyQFoYPJvWQGycn5JCMzFMopkbIACHiLDwP1xJu42fdTfuq90egJ06QgLBPLssrdBFECyckMkpPzJDrtgtDjtwvC7ox8QSpIkExLZk4k95IZJCfnk4zMUCinRPtWHvX9P+Y0PVn0/V2TyhzhfnfQ2zacpCAsE49HHt80geRkBsnJeeLRDgA8FZX279mM1k88ia+mLieWSJetbaIwuZfMIDk5n2RkhkI5paId7ObaQEU/I1p6zjKKMrePUArCMgkEAuVugiiB5GQGycl54vEYce3FV2H3EHZlFK/fk/usw4mkMuVsnihA7iUzSE7OJxmZoVBOybg9lNTtK33ZCZONjKswkIwtN4PkZAbJyXk21x3EvMQt6CkHAzsyqlPtHKSWEO3sKGfzRAFyL5lBcnI+ycgMhXJKJboKwoqi71cGTyTTk6OuQinlV0rdpJRaq5TqUEq9pZQ6ucf+Y5VSS5VSUaXU00qpaeVs766QseVmkJzMIDk5TyQ7JDTkt4fjdGXU0PIqd/u/R2L7mnI1TRQh95IZJCfnk4zMUCinVLwTAI+/eA8hFbW8Y00f5FYNP0cVhNjrIq4HPghUA98E7lZKTVdK1QP3At8C6oCFwF3lauiuMnlq2tFEcjKD5OQ8tese4+feGwi77aGhXRn5QzUAxCPN5WqaKELuJTNITs4nGZmhUE4xVwXPZvaC8Lji7/f6uTT5ZU5J/GAomjdsHPWvVWvdqbW+Tmu9Rmttaa3/A6wGDgDOBBZrre/RWseB64B9lFLzytjknRYM9vOJg3AEyckMkpPzhJvf5SOu5wkF7eczujLyh2sBSHW2lqtpogi5l8wgOTmfZGSGQjk1hXfjE6mvwfg9ir5fZZIc6FpGFLOfGXVUQdibUmo8MBdYDMwHFnXt01p3Aiuz240Tj8s6XCaQnMwgOTmPSnTQQQUhvw/YkVFFlRSETib3khkkJ+eTjMxQKKd4duKz/tYhdKWj/M73W37r/e2gt204OXZOXKWUF7gduEVrvVQpFQa29zqsDajM897LgcsBGhoaiMfjJJNJkskkAKFQiHQ6TSKR6H5tWRaxWAzY8WlB14OmFRUVuFwuOjvt8cR+vx+Px9P92ufz4fP5iEQi3a/9fj+RSAStNV6vF7/fTzQaxbIsPB5P958ty8LlchEMBonH46TT6e7XiUSCVCqFUopwOEwikei+hnA47LhrCgQC3a9HyjVJTmZck+TkvGsi1kKEEJnWFizLIhKJEAgESGv7m2u8vZF4PG7UNY3EnHpfU1dOI+maJCczrmmk5dTS0gIwoq5pNOVUt+oBnvf/jMiWu2l2zyh4TW2trVQCe7rW0N7e7ohrKpRTMUprXfSAclD2HK53AFXAGVrrlFLq14BXa31lj+PeAa7TWv+r0LkWLFigFy5cOORtHqjm5mbq6urK3QzRD8nJDJKT87z381PwdGxg7nX2wI7ujNJJrrruR+y+4Ag+++FjytxK0ZvcS2aQnJxPMjJDoZxevvPHHLz0hzRf8Q5146cWfH+0vZngL2bYL65rG6pmDgql1Ota6wX59jluyKhSSgE3AeOBs7TWqeyuxcA+PY4LAbOy240jY8vNIDmZQXJynhhemtxju193Z+Tx8XLgUDbqsQXeKcpJ7iUzSE7OJxk5W7SznRf/9jU2vP963v06Zffk+QPhoucZKZMHOfEqbgB2B07TWsd6bP83sKdS6iylVAD4NvC21nppORq5q7q6kIWzSU5mkJyc57d1X+eHNdd1v+6Z0RGeJVS1GPlZ3ogn95IZJCfnk4yc7e1bvsyha//AtEc+SUd7a5/9XQVhIBgqfiKlhqB1w89RBWF2XcFPA/sCW5RSkeyvj2uttwNnAT8AWoAPAOeVrbG7KJVK9X+QKDvJyQySk/O0x1JUV3i7X/fM6Nrk7zii8e5yNEv0Q+4lM0hOzicZOVcyEWf+1gfYosZSrTpZ8vSdfQ9Kx8lohdvjK3oulzfIEmsKlja7MHTUpDJa67VAwb9RrfUTgJHLTPSmRsgnCiOd5GQGycl5rmm+njV1R2B/dpebUcwdxpuOlKllohi5l8wgOTmfZORcC9d38O3kd7nu9D2pePQc2ta/2+eYLb6pPMYhnNxPji63mwuTX6dCxXluqBo8DBxVEI4m4XDxMcnCGSQnM0hODmNZHJp+lRS7dW/qmVHSE8aflILQieReMoPk5HySkXO9s7GdFbqB+XsfyLWLb2Nlh5vjex3zWtUJPO7dh5P7OZdLWxzjfoN3rRlD1dxh4agho6OJjC03g+RkBsnJWXSyAzcWOlDVva1nRilPJRWZznI0TfRD7iUzSE7OJxk5V+17t3Ju+G1qQz4mjatn1fZOkmkr55hEKkPA23+ZpLD4iffP3Oj95VA1d1hID2GZdK1TIpxNcjKD5OQsiUgrAcAVqO7e1jOjjC9MtZaC0InkXjKD5OR8kpFzHbL9bmYGZgKwn3s1B7t/zYbV05g5Z373MWdv+CGXJtcArxY9l71SHkxx9V4q3SzSQyiEEGJQRVobAXCHavPuf3fGJVyZ/DzxVGY4myWEEGKUi8fjTMhsIVM7C4BJFRmOd79O+4YlOcdVpNsJUEJRr0ZGKTUyrsJAMrbcDJKTGSQnZ4nE4iy3JuOqmti9LSejsfN4W8+iNSqz8DmN3EtmkJycTzJypg2rl+FVGfwT7GfcJ0zfHYDY9jU5x7mtBGmXv/8TjpDJg6QgLBMZSmAGyckMkpOzbAvvzvHJn6IbDure1jOjSdYWznE/Q0tbWxlaJ4qRe8kMkpPzSUbO1LHR7gkMT7ILwlDteFLajdWyLuc4jxSEYjjIfxRmkJzMIDk5S1vM7vnruQ5hz4waIm/zU++fiDWu6/NeUV5yL5lBcnI+yciZ4o2rAaibugcAqYxFk6sOb+eWnOPsgjBQ0jmXW5PZrqv6P9DBZFIZIYQQg6puye3c5buLav/jefcHquoBiLab/RC+EEIIszwRPoPPZ3bj1foJ3ds2eGfQmsldgP4l1wKC4Xr2LuGcZyWvw0ua1we5rcNJCsIyCYVC5W6CKIHkZAbJyVn8rcuZo9ZihXZ8utozo2DtWACS7U3D3jZRnNxLZpCcnE8ycqaNLTGqa8egskM9Q6EQN039P1Zsi3BCj+P+7DmXg+rrOKeEc37Y/TzvWdOGpL3DRQrCMkmn0+VugiiB5GQGyclZXPEWWnWYyYEdQ0Z7ZlRZO97eFmkc9raJ4uReMoPk5HySkTMdtelGDqqYDHwQsHOqD/t5aVXuB5TpjMbrLu3Juuu9t9Cmg8CXBrm1w0eeISwTWbDUDJKTGSQnZ/EmWmh3VeF27XjYvmdG3vAYAKxoy7C3TRQn95IZJCfnk4yc6ZjYY+zDsu7XiUSCw6JPcnP6WlKpHTNfP5C8lI9s+UXJ561W0UFt53CTglAIIcSg8iVb6XRXFz7AX80lgV/wv4rjhq9RQgghRrV4IskY3YoVnpCzfYzqYF/XStpadvQS+kjiUu7hbmLZSEFYJjK23AySkxkkJ2dZ52pgnX9OzracjFwuGsO7sSlR2gxuYvjIvWQGycn5JCPnad62AbfSqKpJ3dtCoRCukD1qpbNtW/d2r06j3d4+5xip5BnCMrEsq9xNECWQnMwgOTnLD/1XM7kmkPMwfu+MTuRF2lo0cBDCOeReMoPk5HySkfN0bN8AgKd6R0FoWRb+SrsgjLbueK7dQxpco6cglB7CMonFYuVugiiB5GQGyclZmjsT1IVyp/DundHJnfdzXOQ/w9ksUQK5l8wgOTmfZOQ8ne3NtOkgFWMaurfFYjECVXZBGMvOfJ3JWPhVGty+vOfpbbU1niXWlMFv8DCSglAIIcSg0W0buCdxBQclXyl6XDpQS9hqQ2s9TC0TQggxmi0P7c8+ib8Qmn5AzvaK2km8ac2mPWWXRalMhpvSJ7O9ppRVCOGk5I/5SPL6QW/vcJKCsEyCwWC5myBKIDmZQXJyjmjzRqaqbYQDuU8k9M7IqqhnDG20RlMI55B7yQySk/NJRs7TGEkCUF+54/n1YDBIeMJsPpK8nhWh/QBIWfC99IVsGXdESee90P04B7uWDH6Dh5E8QyiEEGLQdDZtJgR4qyYUPU5VjqOOdla1R6kNlTYsRwghhNhZ01b9g1/6FxLwnpKzvesDzEjCXjsylbaoII7PVdoIlm96byetXcA3BrW9w0l6CMskGjV7vZLRQnIyg+TkHPGWzYA9BKen3hn5qifiURatTVuGrW2if3IvmUFycj7JyHnGtS3iA7168qLRKG6X4kH/N9lzzc0ApCPbWBL4FLtv/GfJ5/YosycRkoJQCCHEoEm1bwUgXFe8h1Dvcx4HxG9gY1KGVQkhhBh63kQrUXdV3n1T1HaCUfsDzXQiAYAqcVKZkUCGjJZJRUVFuZsgSiA5mUFyco7t7vEsyxzEXtW533R7ZzS2fixNVLM9Is8QOoncS2aQnJxPMnKeinQbCV9N7rZsTjFVgTvVAUA6bT9r6PKOnoJQegjLxOWSv3oTSE5mkJyc4/Xq47kydTX1YX/O9t4ZhXQn/8/3L7ybXh/O5ol+yL1kBsnJ+SQj5wln2kj2Kgi7coq7QnjTnQCkU3ZBqDxSEIoh1tnZWe4miBJITmaQnJxje0eCyoCHCp87Z3vvjBSKK13/orZJCkInkXvJDJKT80lGzrNNV9EZasjZ1pVT0h3sLggzKXvIqKvEIaNrrXE8l9lzEFs6/GTIqBBCiEFz6bsXsL93LnBi8QP9lSTw44luH5Z2CSGEGL3iqQxnJr7LV+bsxuF59q8K7k1nLMZeQMxbw2/SH+bg2tklnfuDyV8BmjWD19xhJz2EZeL3+/s/SJSd5GQGyckhtKY+uRG3r+9EMX0yUooOTx3+ZNMwNU6UQu4lM0hOzicZOUt73H5evarXGrldOT028TP8yvVJAGK+en6R/iiput1KOvdjB77O/05uGcTWDj8pCMvE45HOWRNITmaQnBwi1kKABMnQxD678mUU89URTklB6CRyL5lBcnI+ychZoluWc4/vOqZ3LsrZ3pVThc9NPJUBIJ2MU08bPpUp6dxz3/k5056+anAbPMykICwTGVtuBsnJDJKTM+j2jfbvVZP77MuXUbJiLJVWR/c3YVF+ci+ZQXJyPsnIWRLNGznQ9T5VntzvN105nbTtr9yV+gIAoS2vsjBwBdVNi/qcZ6SSglAIIcSgiG5fD4C7pm9BmM9bB/2MU5M/YGt7fCibJYQQYpRLRFoB8FfW5d1foZJMZhtaazLZZSfco2jZCenPLhOfb/T8IzOZ5GQGyckZmlQ196ePpm7crD778mU0cUwtoNjYGmPamNAwtFD0R+4lM0hOzicZOUsy2gZAsLImZ3tXTtobJKBSxFNprLQ9y6jHW+JzoJc9BRX5C01TSA9hmch/FGaQnMwgOTnD+sBufD19GTX1k/rsy5fRjOQyfuK5kaatG4ejeaIEci+ZQXJyPsnIWVLZgjBUlVu4deWkfPYC9fFoBJ22J6Bxl1oQTj4A6mYMUkvLQwrCMolEIuVugiiB5GQGyckZmpqbUFiMq+z7TTRfRvWqnY96/kd0y8rhaJ4ogdxLZpCcnE8ycpY2K8jb1gwqq2pztnfl5PLas2PHoxGs7JBRzygaMioFoRBCiEGx/0tXcbfvesZVBUo63ls7BYBUy9qhbJYQQohRbmHlMZyr/w9fsDLv/njtbO7PHEoso2kMz+X/UufhDo8d5laWjxSEZSJDCcwgOZlBcnKGQHQLzaqWsL/v4+l5M6q2J59R7ZuGummiRHIvmUFycj7JyFnaYimqK7x9tnfl1DnpcL6QuopOVzWNFTP5Y+Z0PKHaPsePVDKpTJnIgqVmkJzMIDk5gNZUJrfR7tsn7+68GQVqSKgA/ujmIW6cKJXcS2aQnJxPMnKWYzf+gbOsFcCxOdu7cgr67JIolsqg4m1MVVvxuvRwN7NspIewTGRsuRkkJzNITg4Qb8Wv4yQqJuTdnTcjpWipmEoiEceyRs83XieTe8kMkpPzSUbOMia+nol6e5/tXTmNbX6Nd/2fwrvhFWZtvI9n/dfgtaLD3cyykYKwTLSWH35MIDmZQXJygNZ1AFjVU/LuLpTRo4ffwzeSF9PUmRyyponSyb1kBsnJ+SSj4dPR1syaZcUXkfdlOkm4+y5v1JWTx+snrOJYyU7I2N+PvN7SnocfCaQgLBOvt+84ZuE8kpMZJKfyS/pq+EX6bFLj8g8ZLZTRpBp7qu+NrbEha5sondxLZpCcnE8yGh7JRJzmXx/B1Ds+yGv/vb3gcQGrk2SegrArJ4/PLv4yyUR3QejyjJ7nQKUgLBMZW24GyckMklP5baae36TPpHJi30XpoXBGu7U+x63eH7K5sW0omydKJPeSGSQn55OMhsfbj93CNGsDLqWpfO3XBY8LWFFSnnCf7V05dS1Cb6XjKCtFRitwuYem0Q4kBWGZRKOjZ1yyySQnM0hO5de4/n3G0EZDtsevt0IZjfN2coT7XZq2rB7K5okSyb1kBsnJ+SSj4XFz275c7v4er03/DHPT77N184a8x73NbLaG5/XZ3pWT12/3EFqpODqTIqVG17ybUhCWiWVZ5W6CKIHkZAbJqfwmP38tN/l+xuTa/AVhoYwCdVMBiGyTtQidQO4lM0hOzicZDY9X1nYQnnskNfueyoPWISxZszHvcV9OXcGbUz7ZZ3tXTp5QHXekj6bF38C7lUfwM9enhrTdTiMFYZl4PKPrkwdTSU5mkJzKLxBZzzo9jgnV+R/CL5hRdhKadPO6oWqaGAC5l8wgOTmfZDT0Grdt5pLYzRxa3cjUPQ/lS5nP8UpbdZ/j0hmLRNrqXlqip66cfFVj+Xr6MjaG92JVYA8e8p445O13EikIyyQQGD0zF5lMcjKD5FRmmRSV8S00eifh9+R/5qJgRjVTsFD4O6QgdAK5l8wgOTmfZDT0Ni19lc94HmT3UCd+j5tZ9SHWbNrW57hoRwsv+z/Lvk0P9dnXlZPP7QI0iVSKcGwTc1T+oacjlRSEZSJjy80gOZlBciqztg24yRAN5V9yAopk5PGzpWofmhIuOhPpIWqgKJXcS2aQnJxPMhp6kbVvATB53oEA/CjzU7644Qt9jotHWpmgWqhw9x3G2/0MoU6yJvBx9ll7Myds/ys/SXx/6BruQFIQlomMLTeD5GQGyanMWtYAkK6eVvCQYhm9cdw/+GPmdNY2yQ9Q5Sb3khkkJ+eTjIaep/E9GqmhZuwkAKzwBCZmNpNOZ3KOi0c7AHD5+y470ZWTcmeXmEgnUJk0aZlURgwHl0v+6k0gOZlBciqvTP08vpa+HD1+j4LHFMto+hj7m/Saps5Bb5sYGLmXzCA5OZ9kNPTC0Q1s9/UYmVI7nbCK0di4Oee4eDQCgDfQtyDszsnlIoUbMkncOkVGCkIxHILBYLmbIEogOZlBciqvTZlq/pE+ionjJxU8plhGs7c9xlO+L7J+a+NQNE8MgNxLZpCcnE8yGnr+dBudFRO7XwfG2MVh8+bcWasTMXv0iSdPQdgzpyReVCaJS6fJMHrWIAQpCMsmHo+XuwmiBJKTGSSn8mpd/CSz1Eamjen7zbZLsYwCXhczXVvo2Lx8KJonBkDuJTNITs4nGQ2tVMbiuPiPeX6P67q3hcfZjy1Etq/PObZTBflP5gN4aib3OU/PnFJ4UZkELp3BUqOrIBxd/aEOkk7L5AkmkJzMIDmV14wXvsJVnplMr7+w4DFFM6qdAUBq+8rBbpoYILmXzCA5OZ9kNLS2tMXRGibVVXVvq5s8j9+nT2d8ZgwH9Th2W8VMPp/6Ak/keayhZ073e08hFZjHFvchqHSCbwzlBTiM9BCWiYwtN4PkZAbJqYwSEcLxzaxRDYyvLDzNetGM6uyC0NO2Fq31YLdQDIDcS2aQnJxPMhpazave5Jfe3zPTtaV7W+WY8fxaf4wV5M54Hc3OYB3y9+3165nTP0If55WKI3jHuw+LKg7qc+xIJv9ay0TGlptBcjKD5FRGTSsAiIRn4HKpgocVzaiiloS3iomZTWxqk2FW5ST3khkkJ+eTjIZWfNNiPuJ+gQnhHUWeUoqpFXFS7Vtzjp245j7e9l9KKL6192lycgq7k7hSnUxNrmBmZtXQNd6BZMhomSQSCVm01ACSkxkkpzJqfB+AdN2coof1l1HbjFNYvdjF5K0dTK6pGNQmitLJvWQGycn5JKOhlWpeB0D95Jk52/9qfZNt62YBH+zephMdVKkoqYq+31t65vSTtq/Q2jkOf6YD5fIAHx+y9juN9BCWSSqVKncTRAkkJzNITuWjty8jrV0EJxQvCPvLyHvGb7gpcwortkYGs3ligOReMoPk5HyS0dByRbbQSYBAuCZne6enhkCqJWeblcwuPp9nHcKeOVnKg9Jp3KNwUhkpCMtEqcJDq4RzSE5mkJzKZ8u8T/Kx5DdoGFtT9Lj+MqoN+Rgb8rJ8S9sgtk4MlNxLZpCcnE8yGlreRDNtqqbP9pivjnA6tyBU6eyjCN6+PYQ9c7KUB5fOoLDQUhCK4RAOh8vdBFECyckMklP5rIhW8KrenRlFlpyAEjJa8zzPWxfAptcHsXVioOReMoPk5HyS0dCKpN1s8/Zd+zbtr6XSas/ZptIxknjA1bfI65mTpdy4rLS97MQoK5Ecd7VKqauUUguVUgml1M299h2rlFqqlIoqpZ5WSk0rUzN3WSKRKHcTRAkkJzNITmWSiBB45bdMU1uYM76y+KH9ZVQ1Cb9O4G1eTsaSmUbLRe4lM0hOzicZDa0feK/ixqk/67NdB2qo1BGsjNW9ba1/Dg+5j8t7np45dfUQurQF0kNYdpuA7wN/7blRKVUP3At8C6gDFgJ3DXvrBkkymSx3E0QJJCczSE5lsu09Dlzxa/YNbKE+7Ct6aL8Z1Uwj4/IxzVrP6kZ5jrBc5F4yg+TkfJLR0GqKJBiT5/vOtonH8L30hbTHdhR6rwY/yO+CV+Q9T8+cXqk6kf/6juX3/kt4bMzomVAGHDjLqNb6XgCl1AKgoceuM4HFWut7svuvAxqVUvO01kuHvaFCCDHabX0XgFT9/F1/XsblJlU7i9nbNvLuxnZmjyve4yiEEGJ0Sqcz/Db9XTo6zwH2yt03eQG3Zrx8Km5Rkx0NmkymCHj77/F7veZE3ou2o4FUsHrwG+5gTuwhLGQ+sKjrhda6E1iZ3W4cGVtuBsnJDJJTeegt79JOkJqJM/s9tpSMfBN2Z45rE+9ulIllykXuJTNITs4nGQ2d1tYWDne9y1jV93vFGF+aeWodra07Jpb59Nbr+E371XnP1TOnKjqpzDSxT2oRUxPLB73dTua4HsIiwsD2XtvagD4fIyulLgcuB2hoaCAej5NMJru7hUOhEOl0unvccCgUwrIsYrEYsGORymjUnqa2oqICl8tFZ2cnAH6/H4/H0/3a5/Ph8/mIRCLdr/1+P5FIBK01Xq8Xv99PNBrFsiw8Hg/pdLr7tcvlIhgMEo/HSafT3a8TiQSpVAqlFOFwmEQi0X0N4XDYcdcUCARG3DVJTmZck+RUpmvauIgl1lQmhV20t7cXvaZEIsGYMWOKXlN47qn8b1UFb67ZTlNTk+RUhmsqJSfTrklyMuOaRlpOHR0dVFdXj6hrckpOWzeuph5Ie8M0NjbmXFP15pf5r/9aXlo7gcYae31BVzqOpdw0NTUVzemcTT/hsthKfKTY1LwPra0njKicilFaO/PhfaXU94EGrfVF2de/Brxa6yt7HPMOcJ3W+l+FzrNgwQK9cOHCoW7ugDU2NlJfX1/uZoh+SE5mkJzKQGtS/zeT2zsXMPeiGzh0dvG//1Iz+tZ973LfmxtZ9J0TcLlk2vbhJveSGSQn55OMhs6ilx5nn0fPZukxNzHvyLNz9m167yUm3X0SLx/0Ww7+0CcAWPz9Q3G5vez+tf/1OVfPnN761dnUtb6DlzQbaxaw4GpjpyrJSyn1utZ6Qb59Jg0ZXQzs0/VCKRUCZmW3CyGEGE5Kccfhj/KL9NnMHj94Q6P2H2vhTzSxviU6aOcUQggxcsTbtgEQrB3fZ1+gsgaAdGzHcFKvTpB2+/s/scuNmwwuWYew/JRSHqVUAHADbqVUQCnlAf4N7KmUOiu7/9vA26ZOKBMKFV+zSziD5GQGyak8ljUmcAVrGRvu/xttSRll0pzx1HFc7vkP78hzhGUh95IZJCfnk4yGTiSlWWJNIVg3sc++YNieDCYT7+je5rPiZNyBvOfqmZN2efHoNG4pCB3hm0AMuBa4IPvnb2qttwNnAT8AWoAPAOeVq5G7Kp1Ol7sJogSSkxkkpzJ46ffsv+L3zBkXLmmG0ZIycntg3B7s6VojBWGZyL1kBsnJ+SSjgWvZvpm3/u94nv/d5TnrCPa2NHwwJyd/THjcjD77/MEqAHR8x/JFD7mOYmnV4XnP1TMn7fLgxsJFBlwmTbOy6xxXEGqtr9Naq16/rsvue0JrPU9rXaG1Pkprvaa8rd15smCpGSQnM0hOw0+/fTdTOt/pd0H6LqVm5Jq4N3u61/Hm2pb+DxaDTu4lM0hOzicZDdz7d32DfeOvsmHLVp5YtKLgce3xFD6PK+9SEsoX4jvqSt4NHdy97c/6DN4b96G85+qZ04r6Y/lV+iyu1l/h1fHn7MKVmMdxBaEQQgiHS8Vh62JeT89k/qSqwT33hL2o0h1s27CSZLrwJ8RCCCFGjkwmw9zGx1hYeQy/DH6Ofy1uL3jsvmtv4TbvD/LvVIonA8ezSk3t3uRJRQi6+/9+sqnuA9yWOY5Xrbm0Vkwf6CUYTQrCMpGx5WaQnMwgOQ2zre+irBSLrFnMn1Ta4r0lZzTRnjtstrWaxZtk2Ohwk3vJDJKT80lGA7P8vTeppQP37KM5anYtLavewLLyr4RQHV3DTDYWPNe+7jVUdtg9jFprXnBdxtGb/5L32J45VVptzFIbOd56gYnxwj2UI5EUhGViWfLJtwkkJzNITsNs4+sAvMss5k0obchoyRmN35P243/Ou9Z0Xpdho8NO7iUzSE7OJxkNzOYVbwHQsOcRnMdj3K2/wvp1K/Me60lFiLkKF9zXxn7ByY03A5BKW/hVGuX25T22Z077bbyDR31f5eeePzC/+fGduxBDSUFYJl0LUwpnk5zMIDkNMyvDOu9MKsdOzfsMRz4lZ+QLUnXYpXhqG6QgLAO5l8wgOTmfZDQwj+kPcDg3Uz9jb6qn7wvA1myR2Jsv3UHcXXi5o4Q7hC9jL12USNrPCLo8+QvCnJxcXjzKwoMFLpllVAghhCjskCs5i5+yx+TShosOWOs6LqldxMK1LWidf8iQEEKIkeP9rR1MmjAB5XIzae5+AEQ3vpv32ECmk6Sn8OiUlLsCn2UXhPFEHADl8fbbBuW2ZxZ1KY1WMsuoGAbBYLDcTRAlkJzMIDkNI63Z1h5ne0eCPUt8fhAGmNG793LxpuvIdGxnQ4t8yj6c5F4yg+TkfJJR6bTWXLzlB5wZWAhAoGYC7YTxtKzKe/xSPZWt4d0Lni/jDuC17J7BZLYgdHnyr5ebk5OrR9EoPYRCCCFEAYv+QfhPBzGWlsGfYbRLw4EA7ONaycurmobmawghhHCELVu3cqp6njn+Hf/fN3knUBHdlPf4/5e6jFemX1HwfBl3BX5tF4IJ7eGXqbPoqN+333Z09RACUhCK4RGNRsvdBFECyckMktMwWvsCKt5KI9XsMYCCcEAZTdoXrdwc5l/FiyulIBxOci+ZQXJyPsmodNvWLQMgNH5297ZnJl3GjZlT+xwbT2VIpi2qKgoPAV046eNcl7kEgBh+fp05i+i4/fMe2zOn7eMO49rUpZyZuI7lE0/fqWsxlRSEQgghSrf2RZb65jOjvpLKQP/PZOwUXwg1fg8Oq1jLCysa5TlCIYQYwaJb7dlEKyfuKAjbpxzLY51z+qxH29EZ5Xn/5zlg+30Fz9datzfPpHbHsjSJZILxNBN0pfpvR+1u3Jk5hjf0XBKBcTt3MYaSgrBMKioqyt0EUQLJyQyS0zBp3wzNq3gmPod9p9YM6K0DzqjhQGYll7K9I8bK7ZGBvVfsNLmXzCA5OZ9kVLpM82oAxjTs1r1tiq+DI12LaGrLXaA+0t5Mg2ok6M4UPN/E9AaOdb1OPJ3B1byaVwJXMWHzU3mP7ZlTINnKQWoJn3Q/Sl00/5IXI5UUhGXicslfvQkkJzNITsNkzfMAPBWbw/5Tawf01gFndPgX2faJ59G4eGGFDBsdLnIvmUFycj7JqHSdsTiraCBQueP7ytyOV/i778e0bV2Xc2ysw16OyF1ReFKzPRr/y02+nxNNpEgm7WcJ3d78y070zGni1qe52/89vuu9hYbWhTt9PSaSf61l0tnZWe4miBJITmaQnIZJ7TRWTzuHxXr6gAvCAWdUM4WGqTNoqK3ghRWNA3uv2GlyL5lBcnI+yah0d/jO4fNj/pizraJ2PAAdjbkTy6QidkHoCdYUPJ/y2jOHxqOdpLPrEHp9gbzH9sxJ9ZhIRrtk2QkhhBCirykHcXPd1QR8XuaOL7wo8KBZ+Fe+WPsCL61qIpWx+j9eCCGEcTa3xZhUnTvEtmrMJABibVtytqfidgHnrSj8Pcjl31EQZlJ2Qejx5V92oqeeBaGSWUbFcPD7+/+HKcpPcjKD5DQMIttg21LeWNvCPg01eNwD+/axUxktfZgTOu6lI57m9bUtA3+/GDC5l8wgOTmfZFS6a1uv58zE/TnbquonApBq25qzvYMKHs0swF09seD5XN6Q/d5EhHQqCYDHk3/IaM+clHLl/fNoMLqu1kE8ntHVFW0qyckMktMwePsu+MMHaNmyhv2n1Qz47TuV0fTDCHesYoK7jaeXbhv4+8WAyb1kBsnJ+SSj0kTiKQ5lERNcuR/6+asnAKAj23O2b62Yw6dTX8Q7YY+C5+zqIUzFOmkNTOZ7qY+jxszMe2zPnFzSQyiGm4wtN4PkZAbJaRisfIpo9Rw2WHXsN2Vgzw/CTmY07XAAPjZ+I09KQTgs5F4yg+TkfJJRaZqbGwmoFK7K8bk7PH6+XvEdnvYdnbM5mrRnFw36ChdssYZDOS/5TToC42n3TeCmzCm4axryHtszp8j4A7gmeQVnJK5n6+Rjd/KKzCQFoRBCiOKSnbD2RZaFFgBwwLSBF4Q7ZdK+4A1xXHA5K7ZFWNskP2AJIcRI0tFkTxrj6V0QAmvqDmVJvCZn27R197LQ/xmCyeaC5/RUTuBlaw9iOgCJNmapjXh0st+2pMOT+bd1BIv0bDK+wrOYjkTSn10Gjy7eQtMD3+KcqvfwutWOHYEauOg/ZWuX6Mvnyz/mXDiL5DTEVj4F6TiPJPdl3oRKakMD//veqYzcXph+GFOzCwo/tXQbFx82Y+DnESWTe8kMkpPzSUaliTVvBsBf2/eZwP3V+zR3bAMO696mEm3Uq3YIFF7nMZhu4XTXC+hIA5O2Pc+T/q+T6DgCwrv3ObZnToFUCye7XmE313qqI1XA5J2/MMNID2EZtEVTrIj4SVdOhuopO35VFn5AVpSH/IduBslpiC37LzpQzT+2NnDwzDE7dYqdzuj8uwif/zdmjwvz2OKt/R8vdoncS2aQnJxvtGf00q3Xsf266bzw7z8WPa49nmGRNZNg/ZQ++05uv5tPxW7J3ZiM2r9nl5bIJxRZw298vyfQtBSdsXsG3d78k/z0zKly+xvc4Ps1V3vupbZ9adF2jzTSQ1gOCv6aOZmLTz2aKXW9/kEns0OifKHhb5foIxKJEAjkX7tGOIfkNMRO+iHLJn+Ejn8lOHhm3U6dYqczyi4a/KE9J/C7p1ewvSPB2EqZvW+oyL1kBsnJ+UZzRo2b17FgxW/wqgzqrR8SOfEThIP5C7hl/j35cfL7vDd1zz77Mr5KAjqauzEVI40bj9tb8Ot7/XbvYSYVg+6CMH+B3jOnnpPKIJPKiKGmCu1o2wA/nATv3DOczRFCiOIC1TwZmQ7AQTN2rodwl/zjY1zUcSOWhv8u3tL/8UIIIcpmxf9ux6syvLXb1TTqKha+tajgsc2dCQJeF0Ffnj4qfyWVRImnMt2bVDpGnOIfCnYVhFYqgc7Yjxwod/8fJLrcO4pAl2t0lUij62qdLpx9oLbXFLuifEb7kA9TSE5D6LW/wMs38PKqJnYbX0ndTjw/CLuYkbaoXf8Es8eGeOjtTTt/HtEvuZfMIDk532jO6OnoTP7ouYA9P/odznH9nEe3FF5Efr81f+FOz/V59yl/FWFidMRS3dtWembzjP/ovMd38fcoCFW2h5ACPYo9c8pdmH50lUij62odQim7j1DrXjvcXnD7Idkx/I0SecnCsmaQnIaIZcHzv8Ja8SSvr23hAzs5XBR2MaPZx6Ja1/KxOWleWd3Mto74zp9LFCX3khkkJ+cbzRk9uLWed2degsftYp+GGt7e0Frw2KroOiap/B0hrooq3ErTEWnv3vaE72j+Xvu5ol+/q4dQp+IsDx3A9Vxe8FGsnjn1HDLqkoXpxVDrGjKq6V0RAv4wJCLD2h5RWCQiWZhAchoiG16FtvWsHH8y0WSGw2fX7/SpdimjWccAcGrwPbSGR9+VYaNDRe4lM0hOzjdaM9rS2MyU9jc5aJLd83aJeoBfN11OKmPlPd6baifmrsy7r3X2Rzgl8UPaUzvKlVgiTUWRNQgBXOFxnJn+AYurP8hG/0we8JxQsIewZ06psXtyefIaTkj8mPbJRxX9GiONFIRloAo+RAj4wpAcnf+JOJHu040rnEhyGiLv/gs8Af6T3BePS3HIrJ1/fnCXMhozC2qnM27bC8wZF+aBRTJsdKjIvWQGycn5RmtGa997hbv83+NQzxIAasMBZqtNbN6c//9tf6qDlLcq775A3WQW6+m0J3b8XX6r9Vt8Y/tXijfC42O5Zw6thAnGNrOnWl3w0J45qdAYHrMO5H09BXyFl7UYiaQgLKO8/1ccchXsftqwt0Xk5/UWnsVKOIfkNAQyaVj8b5h7Ek+sjLL/tFoqAzv/97zLGX3gCph5NB/ebzKvrWlhTaMsUj8U5F4yg+TkfKM1o/im9wAYP2MfAIIT5gLQuC7/Mg5BHSlYENamG/m4+wkSLRu7t3mtGKq/4ZyWxXmuJ6lvf49Dmv7NjamvFzy0Z07eRCsXuB/nes/fCHYULiJHIikIy6CrhzDvZ0cfuFwKQgcZzc8AmERyGgLRJhg/n7bZH2bxpnY+OHfsLp1ulzM6+DNw8Gc4a/8GXAr++fqGXTufyEvuJTNITs43WjNyNb1PAi+VE2cBUDd1HgCdm5f1OdayNG9mZtJYs1fec1XHN/ED719xNe54r08nsDz99N4pxTesG9mt7TnIJEkXWWWvZ07+tpV83/s3PuF5nIqOtcW/xggjBWEZKLomlclTEsZaoG1j3+2iLKLRaP8HibKTnIZA5Xj4xP08yYEAHDln1wrCQcko3s6E2AqOmDOWf72xgYw1OodkDSW5l8wgOTnfaM0o3LGaTe6G7nX8xkyeDUCqeV2fYyPJNF9NXc6y2ZfmPVewqgaAdKyte1tAx8mUUBAm8KIySVxWirQqXBD2zKnnpDJumWVUDLWizxA+8Hm49SPFT7DuFVj1zGA2SRRgWfkfghbOIjkNsmQU2jcD8Oz72xkT8jF/Uv4hPaUalIz++Sm4+xOcc8BkNrfFeXFl466fU+SQe8kMkpPzjdaMKhNbiFRM6n6tfCGe8n6Q95N9P1Rszy4nUVXgcYRAqBqATNQuCDOWxk8C3V9BCKTw4bYSdkFI4eG7PXNS7h1lkUsWphfDJe9n2/7K4pPKbFsCfz0B/n4GrHx6qJomsjyewp8qCeeQnAbZ4n/DL+djbV3Cc8sbOXxOPS5XsU+y+jcoGe12EjSv5PhxbVRXeLlnoQwbHWxyL5lBcnK+0ZhRMm3x5cQlLJp5ec72Oxq+zb3JA/scH23dzmv+K9ht60N5z6cCdkGoE/ZybNFkmn9ljmRr/SH9tiWldvQQZor0EPbMye3a8WdZh1AMm7yTyvj6WXZi4V/t310eePVPQ9IusUMgECh3E0QJJKdB9sbfoW4mbycm0NSZ3OXnB2GQMtrtQwD4VzzCR/abzH/f3UJTJLHr5xXd5F4yg+TkfKMxo42tMd6yZuOfekDO9gnVfra3x/ocH21rZKxqK7yMhD+7HEW2IEykLX6e/igbp5zSb1syyoPLSvFo8BT+VnVlweN65pSzDuEo6yHs9+MLpdQ44ERgH6AGaAUWAY9rrWUxqJ2g1I6VCPvwh+2F6bXOP7Z0/asw9yTY+1wI7vwi0aI00Wh0VP6nbhrJaRBtXwbrX4bjv8fjS7bidimOmTdul087KBlVTYJJ+8PSh7jgjE9z84truPO19Xz26Nm73D5hk3vJDJKT843GjBq3beEM1/NM9c3M2f7RLb/k0szzpDJL8fYYlpmMNAPgDRf4edbt5dLKGwiGJ3EKkEhlCJDA7+5/xMq3a3+C9oXYblXh8xfu/8rJacwMzk9+g/V6LDc39N8LOZIU/BtSSu2ulPonsAS4EPACW7K/XwgsVkr9Uym1x7C0dAQp+s/YFwZtQTqef/+lT8Lpv4M9z4SZRw1B60RPo/UZANNIToPozVvtEQj7nM9ji7dy0PQ6aoK+XT7toGU07xTY+DqzKyIcPrue215eS7rAgsdi4OReMoPk5HyjMaPEpnf4te8PTE7lLtngqahkomqmqSN3REcy0gKAP1xb8JzNFdNoydjPDKZiEZYGLmb+2lv6bUuLfzJNupqGxHLmZFYUPK5nTp5AFS9Z89mgx+H2jK5lQ4r1EN4M/BT4uNa6z5gcpZQfOB24CRhdZfQgyTtkdNbRdlFYqGx0eyA81n7z6mchVA/j5w9lM0c11ygbQ24qyWmQWBl4+x6YexKr40GWb4vwsQ9MHZRTD1pG+11oL80THs8nD1Vc9veFPP7eVk7ea+LgnH+Uk3vJDJKT842kjKLRCH5/BW538WGUqex6gdXjpudsd1VNxK9SNDdvY0LNtO7t6exkMcHKwgXhSaknaE0EgQ+QTNrDTl2e/pf0OCr+JM1pH8dHH6Y2FgUuyHtcz5xcyXau8dzDXLUBX/tMqN+9368zUhT816q1/oDW+p/5isHs/oTW+h6ttRSDA1R0HcJJ+9lrEXrzDDNYfB/85xpIJ+3Xd12445lCMSSCwWC5myBKIDkNEpcbLnsKjvsuj79nPxFw/B7jB+XUg5ZR5XgYuxsoeyjr5JoKbn5xzeCcW8i9ZAjJyflGSkbL33qOzI9ns+IHC2hpaSl6rG63C8Lw2Iac7b4a+wO7ju25E4FtV7U8mDmYYO2Eguc8qfN+jog+AUAqYY+eU/l+Ru7l5Mi/OCb2GB6dwlKFe/t65uTu3MYXPP/mZPdreKOj66m4kfPxhUF2rEOYZ2eyE7a8a//e2/pXYNFd4PbaVeWYmdC0cmgbO8rF4wWG7gpHkZwGUfVkqJ/N4+9tZY+JVTTUDs4PNYOa0fb34V+X4u7cyicPncYrq5t5Z0Nb/+8T/ZJ7yQySk/ONlIyij1xHpYqxm7WKN/9zQ9FjXZEtdFKBCuQuUxQaMxmAWHPuOtvL/fP5Cld3F4z5pF0BPJb9d5lK2n1Ubm//PYSW8uDSadw6jeUqXBD2zMndc8ZR9+iaJbakglAptY9S6imlVLNSKpn9lVJKJYe6gSNR0XUI178KfzwMNi/qu691HVQ37DhB3SxoloJwKKXT6XI3QZRAchoEa1+0l7NpXUdjJMHCtS2D1jsIg52RhnfugcX3cf5BU6kKePjDM4WfERGlk3vJDJKT842EjFo7EzwUmcMjc65jvWcatWseKXq8J95Mh7u6z/aqSXP4W/pENlu5+9pjKSoLrEHYJeMO4MsWhOmk/XtpBaE3WxCmsIosO9EzJ6V2lEVqF5daMk2pPYT/AF4AjgR2z/6al/1d7CSdd5bRril28yw90bYBaqbseD1mNrSuh7RMuz5URtIzACOZ5DQIXv6D/UFUsJ7/vrsFreGkPQsP4xmoQc1o7G4wfi94959UBrx88tDp/HfxFlZsK7JkjyiJ3EtmkJycbyRk9OqaFv6UOY36wz7JyrmXcWvsULa0Fe75/K3rQv486Qd9tlfUT+Onrk+x3JqSs/2IjTfxdOoTBYbM2SxPBb7s02udKsxv0x8mM6b/8sNyeXBZaVxk0K7CBWFOTj2WmnCPsmUnSv3XOgH4ttb6Xa31yp6/hrJxI1X3ohP5/v177ZmUSEX77mtbD9U9C8JZgIbm1X2PFYNipDwDMNJJTruoaSUsfQj2/yT4gjy4aBOzx4WZN6Fy0L7EoGe011mw4TVoWcNFh07H73Hxx//Jt6RdJfeSGSQn5xsJGS1fsojxngh7N1RTffAF3GsdyVvrCz9H+F4kTGZs/mJtUthFW3vu0H5Xsh23sooOnbM8ge6CMOKp5efpj6In9D+ZonZ5cJPhp+pT/G/ixQWPy8mpRw/hSCjoB6LUq70F+NhQNmQ06Z5UJl9B6Mk+KNt72Yl0EnwhqJ2+Y9usY+HSp3K3iUGVSEjvqwkkp130wq/A5YWDr2RLW5xX1zRz2t6TeqyZuusGPaP5Z9q/v/svxoT9nHfgVO57cyMbW/sufixKJ/eSGSQn5xsJGR287MfcE/ghfo+bPSZWMsu1hfUrl+Q9NpHOcFr6UfZOv9t3p9b8N3oeH9xyc85mdzpGQhWfIObZud/gw4nrSWUsUokYY2jDrzL9tv2fM67nc3yVV63d2BouXEDm5BQaxymJH7Jf/I/2JI+jSKkF4f8B31NKLc4+S9j9aygbN3IV+SGru4ew1w81Hh9c/Q4cfvWObaEx0HBA/hlJxaBIpVLlboIogeS0C9o2wFv/gP0/AZXjeeidzWgNp+4zuMs4DHpGtdNgjzPAb09ecPmR9kLIN8izhLtE7iUzSE7OZ3pGlqVpSK6iudpebtzvdvGI76tMX3Nn3uNboym+5rmD3dv+13enUkRdYbyp9pzNHitG0lVRtB3uYA0dBImlMlQ1vsnrgSuo3PZ6v+1P+2tpssIcmFnE1Piygsfl5OTxsVhPp4Uq3O7R1UNY6hQ6/wRWA/8G5OPXQZL3GcKKOjjj9zDl4NJO8ubtUDcDph06uI0TAIPaQyKGjuS0CwI1cMw3YU+7x+3BRZvYY2IVs8aGB/XLDElGH/179x8n1VRw3kFTuPPV9Vx2xEymjQkN/tcbBeReMoPk5HymZ7S1qZmJqoXNdfaHbbhcNHkmEIhsyHt8S0eE8SqGKzgm7/64uxJ/uiNnmy8TJeUpXhDOaH+VL3seJpY8lkzKHj3n8fU/qcyerU+jrKV83PUY8a17AWfmPS4np1SMH3n+zFzXBlwde8GYwVmH1wSllr/7AidrrX+ntb6p568hbNuIVXTIqDcA+10A9bNzt694Em47Czp6rYvy+Lfg7buHpJ0CwuHB/aFYDA3JaRf4w/bIg5qprG+O8tb6Vk7bZ9Kgf5khyyiThq2LAfj8MXPwuBW/ePz9oflao4DcS2aQnJzP9Iw2rVkKQHD8rO5tncFJ1CY3o/P8ANvZ2giAp7I+7/kSnkoCmdyC8AW9D+9UH1O0HZPa3+Iqz/3EEiky2UkUvb7+R8bt3voMH1eP4tYZKDKpTE5OqRjne57mANdy3InRtZRRqQXhc8AeQ9mQ0aTfz4zWv9p3opimFbDiib7/qMMTILJtMJsnehgJzwCMBpLTTnr5Bnj7nu6X/37TXiPq1L0Hd7goDGFGj34NbjoRkp2Mqwpw8WEzeGDRJt7b1N7/e0Ufci+ZQXJyPtMzattoD7Osn7pjkphM9VQms42t7X2vLda6FQBfZf4ewpSvimAmklNM3pY5npcbCk/4AuDy2aM9YrEoVspe7c5bQg+hdnnxqgwupXNmD+0tJ6cevYUyy2h+q4HHlFI3KqWu7/lrKBs3UvU7jOCW02Bhr87XaLP9e6Amd3t4HER69RqKQZNMylKbJpCcdkLbBnj8O7DySQC01vzz9Q0cMnMMU+oGf3a8Icto/kcg2QHvPQDAZ46cRaXfw88eK/zMiChM7iUzSE7OZ3pGb6RmcK2+itqpOyZk8Y2ZQa2KsHbj5j7Hx9vtHsKK6nF5z7dq0uncmTmKeMrq3pZOJQh6i5ciLp/9/SgR68BK2cWbp4QeQtxePGRwY6GKFHc5Oakdx7ncUhDmEwQeAnzAlF6/xE4quOyKJwCpXrOMxlogUA3uXj2ElROgY2v/X+y9++Gei6Fl7U61VQgxwjzzI0DD0V8H4NXVzaxrjnLOgobytmugph4CdTPhzVsBqA56ueKo2Ty1dBvPL28sc+OEEMJM70ZCvDPmJFSgqnubb8/TuCz5RTZ09J3lc4V/Dw6J/5bQrPxzWmydfhp3Zo6hPW5P4pJMWzzq+SKnry7et9T1vGAyHmdjYBa/sM6HUP5hqTlcOwrCYj2EOXosO5Hz51GgpKvVWl9c6NdQN3Ak6l6HMN+kMmDPNJruNXdPrBkqavseGx4Pka1FF/UE7EJw8b3w8FcG3N7RzPRnAEYLyWmAti2Ft+6AAy+FGvuh+Xte30DY7xnUxeh7GrKMlLKfu177gr2eInDxYdOZWhfkuw8uJpWx+jmB6EnuJTNITs5nekZjGl/nAxW5E8jUTZ3P49YCtuRZKrs5Ds2esVSE8l93rSdNg9pOe9TukYslM1SoBNpbfFIZr8/en4jH2Oidzq2eM/P/PNyLcnvwkuby5BdZOuOTBY/Lyaln4SgFYV9KqT2UUuOzfw4rpb6rlPqOUsr8VTfLoOikMpC/hzA0Fibs3ffYQz9nL0fRn8M+D4d/EVY8DpHtA2rvaGb6kI/RQnIaoKe+B94QHPFlADoTaR5+ZzOn7DWRoK/UyacHZkgz2vfj9vPV79jPQwa8br516h4s3xbh7y/JqIiBkHvJDJKT8zkto2hnO7/67c859bfPsaElT0XXy6WdN3Jux99ztlW4LU4KvEt62/I+x9dtf5Uv+u+zJ/rKY966O3je/wU6Ou2JZaKpNCES4CteOMd3P4s58b/T7JuIK97GDPd2sPr/oO/t3b/EQYk/8JaeTaxqZsHjcnJy+9l+8cu8dPbrMGZWwfeMRKWWv/8AarJ//hlwJHAwcOMQtGnE63cmYm9F34XpT/oRnHtr32ND9VA1sfhJm1dBJgXzTgFt2Z+ki5I47T90kZ/kNEDzPwInXG+vZQo8/M5mosnMkA4XHdKMKifAZU/Bkf+ve9Nxu4/jyLlj+dXj79MYMXtyh+Ek95IZJCfnc1pGb979Iz7e+GuWb2zkR48sLXpsZyLNGN1CJjg2d4eV4Y/8kOlbH+vznsktr3JZ5q6CwzM9IbtXL9bWZP+eSBFUCZSveN9SMOAnhYdYymK/xge4N3UlpDqLvgfA7asggY/TXC8yruO9gsfl5ORyMXba7hyy5+yCx49UpRaE07XWy5Q9G8qZwDnA2cCJQ9ayUaDgIM+TfgSHX1PaSVrXwzM/7jsraU83nwb3fxYm7gPeIKx/ZaBNFUKMJHudDQs+1f3yntc3MKM+xAHT+h+G41gT9wGXq3vohVKK75y2B7FUhh8+vKTMjRNCiPLRWjNp3QM0Bqbxzb3bOWHpN2nrLPxB2ZbWTsbQhruq1yME3gAxFcQVa+rzHleyg7iqKNhB4Q9VAxDvtGeAjkWzRV0/PYThjtVc7/kb7tbVYGUXkXf3P8vopKYX+Y7nFn7k/QvTNj3c7/GA/f3j9nPgF/Ohc3Q9g15qQRhXSlUCBwHrtNaNQAIoYZof0ZvKPkWYbx0XAGYeBQ0LcrfddAK8kqdDNrINnvkhbC8wo16yE9o3QP0ccHvhoofgSHmOsFShkCxubQLJqUSv3wLP/RysHRMCLN/awaurm/nogilDupDysGT02l/g5lO6i8JZY8N8+oMzufeNjTz7vgyVL4XcS2aQnJzPSRktX72aGXoDyRnHc/i4JGe4XuCdt14qeHzTts24lcZX03cJok5PLf5Ec5/trlQnCVfh3r5A0J6cpqsgjKctfp8+nfj4/Yu2PZDYzic8j+ONbIJ0tjfP7S36HoD61ne42PMoXtK4ikwqk5OTUrD8Mfvn5lT/w2pHklILwjuAp4BbgJuz2/bHXo5CDFTXM4SF9m9eBGt6DOvMpOxevVhL32Mrauzf4635z9W8yv69LjsWevL+EKwbWHtHsXQ6/1h44SySUwk6G+Hxb8HqZ3Melr/15bX4PC7OPXBoJ40elow8AXtI/Opnuzd97pg5zBwb4uv/fofOhPw76Y/cS2aQnJzPSRlteMf+P3HinofTsM/RALQsK/z4UNt2ezKZ8JjJffbF/XWE0i19OjV86U6SnsJFcEXYLgiTMfsZwk7Lx0/T55FuOLho27sWoc+kEigrSQpPCc9egcouG+FX6aLLThTMSSaV6UtrfQ3wDeAKrfXvspstoMRxjaKnfv8Z/+8n8PCXd7zuKgQr8hRyXesSxlrznys76173w7HblsKzP4VEpLTGjnKmLyw7WkhOJXj8O/aIgZN/0v3NNJJIc+8bGzl1r4nUhXxD+uWHJaM9z7L/n3z1T92bAl43Pz5rbza0xPj5Y+8PfRsMJ/eSGSQn53NSRnrDQtK4GDv3A3jrZ9GhwlQ0vlvw+FWZsXw08S0qd/tgn32ZwBhq6aAlmsrZHrCipN2FC0Lf+N34fuYTbGQ8ALF4nBo6qPAUnyBGee2CUKfjqEyKtOq/dxDA1aMXUfVesq2HgjlJQZif1voxrfXTPV4v1Fo/NTTNGh0KzjLqrYBUj2Un4nb3Oj3WgukWqM4e05r/XM3ZgrAuO8PS9iXw1PehZc0AWyuEMNbKp+Gt2+CQq2Dsbt2b73tzI5FEmgsOmVbGxg0ib4X9bOTSh6Bxxyx4B06v4xOHTONvL67m1dV9hzoJIcRI9rfkcfyi/nsoXwiUorFiJnXRVQUfXdoUdbMssDeBmvF99q3Z5xq+lPoM2zt2FFKWpbko+SXu3esPhRtRNYl7faezGXsyM1/jYt4KfJoxm54t/B7ofl7QSsV53nsId9Z+pp+rtbl6FIHunVlkXgrCXEqp05VS1yqlPqiU8iil7lBKtSulXlRKFZ7HVRS04zmdAhWhJ5A7y2iqyIO3bg/4qwr3EM4+Hk75Ofgr7dfV9ppjtK0faLNHJSc9AyAKk5yKyKThP9fAmNlw1LXdm7XW3PrSWuZPqmK/KTVD3oxhy+gDnwGPH178Tc7mr540j2l1Qa656y3aYqkCbxZyL5lBcnI+p2SUSGd4pdGHnn1c97bOsfuSsmBbR/7esVDjIs7xvZy358IzcU+W6Gm0RHfMzhlNZUhpD4HsxDF5ZdLM927qnqwllbA7PnyBfv6ePPYso5l0hreYxyu1pxU/Psvt9pDRivOT36Bx3oUFjyuYk9qJItJgRQtCpdR1wO+B/YDbgTuxh4qeB6wEfj3E7cvXpjql1L+VUp1KqbVKqY8Ndxt2VXc5WLCHMJjbQ+j2w/Qj7KnV87n6bTjxB/n3TdzbXny6S3YRalrX9d/QppX2D5JbF/d/7AhllbDWjSg/yakItwfO+gt85Ea7By3r1dXNLNvawYUHTxvSyWS6DFtG4bHwoZ/C/hflbA75PfzqvP3Y0h7nW/e9W3hSr1FO7iUzSE7O55SMVm5u4jwe5cDKHaMjIh+8jnOT3+a9ze153zO/+Qm+nPx93mf1xqY3cq77aTra23acL57mS5672b2lyMDBRDu3xj/Pni2PA5BO2h0fvkA/81PWzeC40D95OXwMtclNTLFK69Bo2fsSZiVu5yVrPqr3bKk99MnpS+/D1zba30tGkf56CC8BDtdanwscDXwE+znCh4ErsNciHG6/B5LAeODjwA1KqfllaMdO638dwl49hOPmwUX/6TvzaJeK2oLrvrD+VXtpii6hevBU9F8Qag3//BQs/CvcdWFJi4CORLFYrP+DRNlJTgUk7If3aVjQ5/+Pm55fTU3Qy+n7ThqWpgxrRvt/AhoO6LN53yk1XHPcHB5YtIn73to4fO0xiNxLZpCcnM8pGW1bt5zveW9mbmrH2oOzx9kjztY05l/Pz5NsI+rO85gSUN/yNj/2/plk846fLSOJFJ9wP8aktjcLNyQ7ys2VHfXWVRAGAhUF39LF73GRSFl8KnErl238Zr/HA3jdLtxkuMD9OJUthTs2+uRUOR78xZfCGIn6KwirtdZrAbTWy4GI1roj+zoC9L8QyCBSSoWAs4Bvaa0jWuvngQeAwn3BDlbw8+n9Pwkf/2fpJ3rj7/DCb/Lvu+3s3KFTSkHNlP6HjG57Dza/BVMPsZ9DXPdi6e0RQpRfvA1uOBSe+0WfXau2R3h8yVYuPHgaQV/hh+2N1rLWHuEQb8vZfMVRszlwei3fum8xqwv8MCSEECNFZIv9PHXdlHnd28bE1/Mv/3fxrM0/02gg3UbCU5l3X7DafgYwHmnt3tYRSxEijqsi/3sA8PhI48GdLQgzqXh2cz8FYTrJV+O/Zl7783isJJartEllKre+xq+8v+f73r9RvbnwjKp9/O0UuK561E2+ONAnJjP9HzKk5gJprXXPqeIWAWb1EHavQ1jggDGzYMYRO14vvg9+sz+0FfhEe/lj8Nbtfben4pBog9C43O0XPwJn/bV4Izu3w8R94fTfwScegMkFeidHuGCw8Jo6wjkkpzwe+rL9f8b0I/rs+svzq/G6XXzikOnD1pxhzyjeao9w6LV+q9ul+OW5++J1Kz5z6+tEk86ZGt4J5F4yg+TkfEOVUTyV4Zv3vcN1Dywmnur/x3LdZC8/Fhw/u3ub8gU5QC3D3bK8z/GWpanIREj78j8P6A/a25PR1u5t0WgEj7Lw5Jv8sIeUy48rYxeCGz1T+Q3nQWXftQ5zKBfHJp5kUnwFbp3GcpU2I3ZFxxpOc78M5E4w01ufnNY+b/+uy13yDK/+PhoOKaV6ji2s7vFaAcP9P1IY6D3guQ3I+UhCKXU5cDlAQ0MD8XicZDJJMmk/ABsKhUin091TzYZCISzL6u427vrHEY3ai1JWVFTgcrno7LQ/1fD7/Xg8nu7XPp8Pn89HJBLpfu33+4lEImit8Xq9+P1+otEolmXR2Wkf19beTmOjhcvlIhgMEo/HSafTeNrXE2xdQmzasaS0m8C2NYSbV9IRjZNI2Q/jhsPh7msKqwr8sRYiHR0516Rb1xMEOqjAnb2W7msigcuVKnxN9fvj++Sj9jVV1eCLJfFbquA1eTweAoFA9+ve19T1OpFIkEqlUEoRDodJJBLdufS8Jifk5PF40FoTj8dH1DVJTmZc067k5F92P5Xv3E380C8RqZgBjY3d17S5OcK/Xl/PGXtPJOhK09jYMSzX1NXuYfu3551MzewTcb/4O5pnn432V3VfUyAT5XsfmsXn/rmUr9z9FtedaD9HKfdTGXIy4H5y4jVJTs6/pmg0SjKZHPRrevqh23l7qeJtPZPKxGauPPWwotfkbl1DjACdMQXxRvua3FV4ceNu30B7e3vONXWmFVV0kvSMo7GxsU9OvpSiCoi1NdHY2IjL5aKjJTtRDF6am5sLXpNWflypGPF4nJWZ8TzvOYuPxSDkihXOSWvqAZ1O4tZJMrjp7OzsNyfL2tHrkk5nSCQSJeXUtcBbPJEkHm818t9eofupmP4KwmP62T/cIkDvjx+qgI6eG7TWfwL+BLBgwQIdCAQI5HlotbIyt2u790xDvT81qKioKPq699fw+/1591e2ZhteWUl9/Zi+71/7H3jwC/iueQ+qx4PP7lGsHDOBSl+o7/E142FZK5WVlbnX1Gz/o6kcPxOy1xIMBmHlU/DqI3DyT0q7ps2LYPGjcORX8I8Z03f/Lrwu9HfUU7lyAmhsbKS+vr7o+027pp157fRrkpx6nK9pJTx7HUw5mMCxXyfQ65PRv7y8mURa8+mj5hAKhYbtmhobG8n3f/GQ5nTsN+HGIxjz/p1w9NdzruHU+nrWdmh++ugyDpg+hk8dPmOn2zCS7qey5JTlyPupyH6QnPJdg+Rk77csi5qamrzH7+w1xZMpjl71c+aN2ZOkduNevBX3R16mwuMqeE3B+FbafOOZMDZ3kpRm3zgqk1upqqrK+RotWzu4NPUlrlswn+N6fF/tbqPb/tnSnY52f9+1UktIaTfV9eOpq6sreE33TLmaB9YoPhwI4MnEmOlro75uxzwYhXJK4QUrhZc0eHd83yqWU0fFjq8fDIbw+/0DyikQqCDQ61lCU/7t9demfIqWi1rr//X3q6SvMnjeBzxKqTk9tu0DGDkNZsFnCD3Z8Lsmlkl25m7vzV8FmQRkek2l3rnd/j3ca8jolnfshZsTHeSVScOPZ8DLf7Rfr38Vnv4BdGwu1GIhhFNsX2Y/vH/mn+wZRnuIJTPc+vJajtt9fPekAiPaxL1h99PhpT9AtO/6g1d8cBbH7zGeHzy8hOeWby9DA4UQonRvv/I09aoN795nUTNtb/bW7/PWspUFj0+mLb4Qu4QH9+w7z0SsYhL1mW19hs03dSbZoMdRMa7AynJVk/lS/Q085doxr+QW9yTmJP6Oe+9zi7Z/9YQTeTE5G601BzQ/xF3RSyGRf6bTnizlxkon+V36wyya/ql+jwd72YnuP3tkHcL+FOwhVEpdX8oJtNbfHrzm9Pu1OpVS9wLXK6UuBfYFzgAOHa42DIrsLKMFnyH0ZMdHp7PrwyQ77aUoCnX3+kLg8tjHVdTs2D5pPzj3dqifk3t8MPuJT7Qx/2L37Rsg1myfF6Au+8l5yxqo6mdGQsuCN26BCXsVnhXVIL0/mRHOJDn1MO9DMOsYe7biXu5euJ7mziSXHzn8S8iWLaOjvmbPrqz7zpTscil+8dF9OOePL3HlbW/wrysPZe74IpMijAJyL5lBcnK+ociobbk9wd+MA08i07gS13u/Y93b/+Og+XPyHt/UmaBNhwiN7/t/fmTcAaxqep+61hizx+34f6+5PcLl7geZFK8D6vu8D7eXSPVctjRGd5wrkQYUoUDxCV+mpNcyR68lkbbQXT/juvufn7LDU0dH0s1z1t4cM26Pfo8H8AeCRHSAz6U+xw17fbTgcQVzGmUFYbGrndLj1xzgWuBYYDb2UNJrs9uH25VABbAN+Af2MhhG9RB2TypTqI/QnS0IM9lFP+vnwrxTCp/wA1fAt5tyi0GwewZ3PxUCvR4MDmVv8M6m/Odrth9Api77H0htV0G4tnAbuqx/Gf5zNdx0ArRt6P94h+tvzLVwBskJWPg3eDM7uVSeYjCRznDDMys5aHodB06vHebGlTGj8XvAqb/c8f9eL5UBLzdddCABn5uL//Ya2wss1DxayL1kBsnJ+YYiI8+2t2lx1eKvnUxw2gFkcOHe/EbB45s6ElzjuYdZ8bf77Gs55FquTV/O1vbc//Nirdv5uvcfjGlZVPC8J8T+y6zI692vQ82L+YXvRjwdxX/uO3rFj7nOewudifSOn3E9/ReEv9jjbn6Y+Cj7qBXUx0v4WRRwzz+dPRN/5WlrP7yhmoLH9cnpG1vgm9vzfh8dyQr+a9VaX9z1C7tP63yt9WFa649prQ/HXpx+2Gmtm7XWH9Zah7TWU7XWd5SjHbui33UIuz4t6RoCesAn7YWlCyn0n87G12FVnlG9oR49hPl0F4TZQrC6AVDQWsJNOO1QuOJF+9P4t4yLpo+uh3mFs436nNY8Dw9/Bd67r+DQg7tfW8+W9jhXHzdnWBai763sGa1/DV79c95dk2squOmTC2jqTHDpLa/ZP6yMUmXPSZREcnK+wc4olsxQF11Dc9Xu9gZfiGbfZCrbV6IL/L/f3NrEFzz/ZlLkvT776sP2z5qNkdyCMNlpD68PVI3p854uJ26/iSNTz3V/3UDHOs50/a/wo0hdvAECJOlMZFDpBGk8hdfR7iGQHfL5K+/v2WfVjf0cvUMVnXzG/QDu7UsKHtMnJ2/FjpF6o0ipH1+cDNzXa9sDwIcGtTWjTaEhow0L4LKnYNzupZ1n62K478odhVyXV/8M91/V9/hgPSh34Ru3ebX9vGJ4gv3a47eHiva3mH2X8fOh4UB4/7+lHS+E2HmNK+DOj9sf4Jz5p7yfOCXSGf7wzEoOnF7LIbMKf5Mf0RbdAf+91p50J4+9G2r4zXn78c7GNi6/dWFJ07kLIcRwWbqlnY8kv8vaD/5yx7a5n+H25BF9evm6RJs2AVBR23dph0kbHuF5/+fpaMqdHyKVLQh9obo+7+mS9oQJ6ijxlD0U30pmh496+ulV81bYBWEyjcokSJe4puCpG37GJe6H8aoMyl1isbZ5Ebf7fsC13jthS98e0oK61iG0Rtf3gFILwhXAZ3ttuwIo/CSrKKjrx7WCk8pU1MDkA6BrdqO7LoA7inTIdjba6xC2b8rdHm/P/4xgzVT4ViPsXWBM9fg94aBLc3seP/0snP7bwm0AWHQX/PYAaN8M0w+zZydNxYq/x+F6z94knGnU5hRthjvOsT9h/djdUJF/KOjdCzewuS3OF46dW5beQXBARkd9zf5h5YnvFDzkhPkT+MnZ+/DCiiY+/483SWf6Pnc40pU9J1ESycn5BjujFdsiWLiYOWVK97aKBR/jaWs/Fm9qy/ueZItd7IXG9J3/ocLnpkE1EmvdmrNdR1uyB9QUbEvGV0mYGB1xeyRbd0HoLb4anfIGsz2EaR7XB/LIxCuLHt9levtC9nWtwEe69IIwsp29XGuyX7hwL2SfnLrWIZRnCPO6FPiiUmqDUuoVpdQG4EvZ7WKAun4gKzipTLQZXr95xzN7kW2QLlJYdU3+kuzV7Z1oB3+eCRKUKjzMFGDf8+GE7+duC9X3362/6U27KA2Pg/lnwkn/B5bZQ688nv5WZhFOMGpzWvawvfj8ef/YMcS7l0Q6ww1Pr+CAabUcNrt8vYNlzyg8Dg6/GpY8CGtfLHjY2Qc08N3T5/PYe1v5f/98O2ctq9Gg7DmJkkhOzldKRolUqt9jusRWvsCPfX9hin/Hz3q71bnYV61g9cated+T6dgCQKCmbw+hCtrfD5LtuY8P6Vgr2TcVbIvlqySsYrR3FYRdH/7389yd2xcgoJJ0JjO8nN6NdyacXfT47ja5vHjJ4CaD8pTWq5jzc26Rn3kL5lSmD0/LpaSCUGv9JvYEMucDvwA+BszRWhd+klUU1O+/sfZN8OAX7B42yM4yGip8fKGCMN5mL0mRzxPfhZdvyL8vFe+7bdUz8J8v2rOIFrLtPRg7zy4cJ+4NB12WvyA1iDynYYZRm9N+F8DnFsLUDxQ85K7X1rOpLc4Xji3Ps4NdHJHRwZ+Fyknw6DeK/l/2yUOn8+UT5nLvmxu59t63yYyiotAROYl+SU7O119GL/7xs/D9iTx04zcKPgPYk3/LG5zregp3j4KosvEt7vN/G72pwI/jkW0AqMoJffdlC0KrM7cgfMZzGJeO+TvUTCvYFuWvpJIobTH7Q/94WhN1hQovj5bVsdcnuTZ1GZ2JNLXJzUzMlDb5oF0QpvGQweUusSDs2StYpIdQ7iVbyf2hWuuU1vo5rfVdWutntdalf6wh8ip5ltFkZEfRl09XF32+HsJ8Q0YBVjxhF3n5/Gyu/QNTT9uWwsKbIN5auB2ta3N7KRpX2M83CiEGj2XBw//PniQF7CHgBXQm0vzmyeV8YEYdR8zJP8vmqOILwonfh91PA138+ZDPHj2bzx8zm7sXbuDL9ywalcNHhRBD49Xlm3Bteh2/SnH8pht4+e2l/b7H27HeLrp6PhpQNwsAV+85JLL+7TuN8+ruyf84QbYgVL0mGGyMKzLhiX3Wse1p8xE/4mPJb3T3EN7Oh/jmvIf77SH0NOzPM9a+NHcmudZzO2e9//+KHt/NbReEX0h9ltZ5Jc5p6erR/hImrhntChaESqnXlFLnKKXyDtZVSvmUUh9VSr0ydM0bmbqfISz0gVDXpx/dBWHU/kGmEF8Y/NX0eSrxnFvgyK/kf4+/Kv+kMukEJNr6jh3vXqqiwOLNmbS9zETPT5TuugCe/mHhdhvA5xt9M02ZaNTkpDU8+jV49UZY82y/h//ludU0RpJce/K8svYOgoMy2vMsOOKLO/6fLUApxRdP2I0vnzCXf7+5kS/c+RapUVAUOiYnUZTk5HzFMrp14VaucH+Xzkuew6cyrHv270XPlUhnqElsIlIxOXdH5UQsFK7I5rzva+pMEqyqzT80LTiGxZWHsjqZ23GwW+Q1zu78R9H2BOsm0kIV7TG7IIwk0lT6+x8iWxnbwFGuN2nsiOMnhVXCGoQA8eBEmqjiGWs/rBLXIcQbwAqNo+P0m2D28QUPk3vJViy9TwLXAzcopd4AlgEdQCUwF9gfeAq4aIjbOOJ03ZcFBwh0rcnSVRDufpo9a2choTHwtTwzgE7at/B7/JX51wnsKvhCY3t9jbE79o/dre/70jHY+zyYevCObdUN0La+cBsMIP9RmGFU5KQ1PHk9vPJHe+jj4V8senhjJMGfnl3JSfMnsN/U4V93sDfHZbT4Pti+DI76atHDrjpmDn6Pmx88vIR4KsPvPrY/Fb6R+2mz43ISeUlOzlcoo3TG4sVlGzlhz6mEpuzNdv9UJjW+SCpj4XXn76fZ1BpnitpOqrLX7PNuDzFvLRXxxrzvP7ztP+ztBcjzM6THx3/m/5L7n13FTy2Ny2X/cLpvYiHHpp4Gftn3PVl1ja/zRc/dtEf3QGvNaclHOHNjE1C8sA29fx83+37Kdzo+hI/0jhFx/XjnkF9zzao3OMb1BlWdU4C9+3/T5ANwfWU5/T241Cen77SOuucHofg6hO9prc8G9gRuBWJAPRDFTny+1vpcrXXhxT1EAf38Q+u6QdLZgvDUX9gTvQxEJgVv3Arb38+/P1BlDyntLTvenNC43O09C8J8/JXw4d/D3BN3bKtuMH5x+kgkUu4miBKM+Jy0hse/Bc//Ag642J70qZ9vWL97agXxtMVXTsrzAU4ZOC6jtS/A//4PNr3V76GXHTmT7314T55ato3z//wyTZGRu3i943ISeUlOzlcoo7dXbeIFfREXeh4HYMUh/8d3khfw9obWgufa0BJFoVH1s/vsS1aMo54WNrfmzv+gteaw1IvsF3mu4Hnrw37SlqYt29NnWRpfppOUp8hjSkB462t83nMfnbEoibTF3qxgZlv/AwY9PntIaUtHBL9KoftbpiLL73UBmr/6fkbdyvtLeg8Arevhqe8XXG4I8uQ0CotBKOEZQq31Fq31rVrr/6e1vlxr/VWt9e1a623D0cCRrOBDxBW18NlXCy8Lkc99V8LCv+54HWuBB66C1XkWpgd7xj1fuO/2roeLw3kKQpen8NqF6UTfMbDVDRBtsoe8CiF2npWBljVw4GVw6i+LzxIMrGuKcvsra/noggZmjc1znws4+hv2MzQPfan4ZFlZFx48jT9ecABLNrdz1g0vsrZJJiIQQgzcykXPEVApZsy2e/vmHXg8q5nECyuaCr5nQ0uM45I/Qx93XZ99mw76Br9Lf4R1zbk/a7XH0lQRIROoLnje0976NL/3/oqWqN0B0ZFIEyROxlN8+Qiv394f6+ygI54moJIlDf9U2QKwPdKJnxTKU9qQ0TmLf8dPPfaC9B5viZPKNK+GGw6FZ39qz3Ehihpdi2w4RL9DRl1ue1hmRY09Ucz19fDSH4qfdOVTsLHHLFPxbO9fof8ITvg+XJln6vWaKXDY1X1nlwrVwze3w/6fyH++Z38KP2rIXcizOrtWTvvG4m13MBmWY4YRm5OVgc4m++H+s/8GH/ppSZ9e/uDh9/C6XXzh2LnD0MjSOC6jiho4/nuwcSG8WXyYU5cT50/gjssOpi2W4sw/vMib61qGto1l4LicRF6Sk/MVzGiDPSFYaKb9iE2tJ8nnal5k+8rCE/evb47icSnGV/YtoELzjuUtPZst7bk9hI2dCarphEDhRwZ8ymKM6qAlavcQtsdSBElgFZvZHronj4nHOokk0gQosbfPY/+dtHd08uv0mWzZo7TV68LtyznIZU+84/WW+G8/2bljJFyRWUblXrJJQVgG3T/OFZtl+KXfw9qX7J43K9X/ApneIKR6fDrUdRMMdNmHcbvD8d+FcK9nCPtbuzCy1Z4JtedMTjOOgPPvhPD4gbXBQWTxXzOMyJxScbjnIrj5FEjF7ElQSigGX1jRyKOLt/LZo2czobq04TjDwZEZ7XMeTDscHvu2XXiX4IBptfzrikMJ+T2c+6eXuWeh2c9J9+bInEQfkpPzFcoo2LaCVs9YCNbZG7TFF2O/Y9LWwhOFqc1vcVvgJ3ial/fZN0Fv50TXq2xryx210NiRoEZ14g7VFT5voIowMVo67R7CtliKkIrnH0HWU3Z2+0Q0SiSeJkACvMWXnAAg24vYGY3wtLUfiWkf7P89gPJ4CSi7ja4is5/m6PnzaJFZRuVesklBWAYlzfb3+Ldh+WOQzn7i01+3ui+Uu+xEd0FYYNmJlU/B7edAtDl3e6zF/pXP0z+C536ef19nEwR7TWtfNQl2O7nw0hcGkOc0zDDicoq1wm1nwpIH7LUGS/lGiz1ZwfUPvseUugouOTz/QvXl4siMlILTf2M/px0s/ENTbzPHhrn/s4dx4PRavvLPt7nugcUjZgZSR+Yk+pCcnGHJxma+ff+7PLe87/wK+TLa1h5nUmYj0aoe/z8Hquj0jWFMYn33s3y9uVpWcbD1Jui+/88EVj3Gjb5f0dGcuzh9UySBmwy+cOEeQk9FFSFi3UNG22MpLkx+jRXH3VTwPfYb7Q8bE3G7h7CFStLhycXfAzDzKL5d/QPWJqvYR62gKlbaB2oer58A2Xk1XKUWhD2OK9JDKPeSTQrCMiq4DiHYE8tkknYPIZRQEIZzC8LuIaMFirHORrvg7F0QPnk9/HZB/vesfQHef6zA+bbbs5329v5jsOWd4m13sFIWixXlN6Jyat8EfzsZ1r8KZ90Eh15V8lvveHUdy7Z28I0P7UHA66yZMB2b0ZhZsNfZdnGYLn2ymNqQj1suPohLD5/BzS+u4YK/vELjCJhsxrE5iRySU/m1tbXh//PhbHrlXi7622u8u7EtZ3++jN7d1Ma/M4cRn39uzvZk9SxmuDbz/tb88zSo7vkd8oy4qrS3JVs35Wxu6kyyd+ImrKO+XvAavMEqwipGa3bIaFssRQoPlVU1Bd8DwG4f4vKGB1iSnkQkkebzqc+x5YQbir8HoGoiKysXEMfPn32/YMI7N/b/HiDg95PCw/nJb9gz75ei58i6Ij2Eci/ZihaESqkDlFJ79ng9Vil1u1JqkVLqj0opma1gJ/S7DiHYw8MGUhDWTM1deHTW0XDFizCm74xUwI6hpL1nGo0XWcw+UA3xtvz7oo19l6oA+Nel8OZtxdvuYN5SH14WZTWicnrwantmtAv+aRcqJWrpTPLzx97n0FljOHG+84ZpOz6jd++F3+y3Y6blEnjcLr556h788tx9eGt9Kyf/+jmeX97Y/xsdzPE5CUBycoKF//kTM9nINR/aj4/6X+LxB27P2Z8vo2VbIvw9cyL1h30yZ7t//Fxmqs0s3dx39nfL0lQkG8koNwRq+jYkWyRmOnL/72qMJFEK6kKFf370zjych61DaI7uGDL6Fc+djN/waMH3AODx4Q9V0ZawiCTsYjJUwjqERLZzZPI56mjHTxK3t7Thmp666bxvNfCSNd+e66KkNwWgbhac+ReYfEDBw+ResvXXQ/grYEKP13/BXoPwT9jLUfxkaJo1snVPKlOsIHR5wUrbxdmBlxUu7LqceSOce+uO1/5KGD+/8FCz7oKw16dRiY7Czx0GqvMvVQH2sLZ5p/TdHqyzZxo1lIwtN8OIyCmTtn8/9RdwyaMw86gBvf3njy+jI57iO6fNL/si9Pk4PqPxe9ojJx76Yj//Off1kf0auO+zh1Fd4eXCv77CTx9dauwQUsfnJADJqdwsS+Na8TiN7vHMP+xU/p/vX+y96W5as4UV5M9o05Yt7BGKUNVrLdOKCXMZozrYtLXvB1LN0SR1uo24b0z+uRyynQGZztzHfXTTCn4f+AOexsKrw6m9P8pv/Zd3t7stluIT7scJb1tY+OIB2jZwbtMN1EdXEYmn+Y33t4x950/F3wOwfQmf3vZ95ro24CONx198NtNuH/wKl6S+zOmuF+0Zt0tRPRk+/wbsfY48Q1iC/grC3YHnAJRSNcDJwMe11r8HzgdK7LcVPan+1iGEbA9hyn4O75SfwcR9BvZF1r8Gr9yYO+tnT13PFvYu8BLthZ879FftGIra2xFfgj3P6rs9OMbogjAalSUzTGB0TlYGHvsm3HWBvfxBdYP9Yc4AvLGuhdtfWccnDpnObhMGOJHUMHF8RmPnwtFfgyUPwqI7B/z23SdW8cBVh/HRA6bw+6dXcu6NL7G+2eHXnIfjcxKA5FRu76xv5gDrHSKTDwelSM04hoNd7/H8si3dx+TLaMymp3k4czk05U4OoxZcxEerbmN5a9+vtbU9ThshInV75W9MtiBU8RYy1o4Ps9xt6/mQfr7wyK6uNgXdNGeHu7dFk4SI4w30MwAw1sLhjXcxLrmOjkSaQ1yLCbSvKf4e6J5UxkcKPym8vtKLsZ+f0sBvfL+DtXlmyC9kyzvwyLXQvrngIXIv2forCD3Q9RQnBwNbtNbvA2it1wM1Q9e0ka/oZ9CXPwMn/sD+YTGd7P8T65f/aP9A2WX5Y/DIVwvPTlpRY3el9344N9FReKmKyvH2fzy91+zKpOxP1vMVn4YXhFYJ65OJ8jM2p44t8Pcz4MXf2oVgngkD+pPKWHz93ncYXxngyyc6YxH6fIzI6NDPw9RD4eEvQ/OqAb896PPw47P35jfn78f7WyOc9Ktnuf2VtUY9o2JETkJyKrPFrz9LlYpSv/eJANTvdighleDdd3csHZEvI9WRfc6vqtcELIFqauonsrY51uc92zoS/DD9cTacVGCil4o6Hj3wLzySPpCmHs8xp2Ot3ecuaNGdPNr+YTwdGwCIdnbgUhrl76cg9NijzzxWgsaOJBWkcPtKmPwsu+xEBQn765S4DiGv/IkPvXKh/edSJ5WJtcAfD4dXbig8WSJyL3XpryBcDJyT/fN5wBNdO5RSk4HiHzuIvHYMGS3yQ0LlBPsmXvk0fH9s97o1BTWvgtU9pixOx+zx04WGjtVMtbvSdzs5d/vBV8I+5+d/z+HXwDXv9B2ysG0J/HQWLHu473tC9X0nrjGIx1PifzyirIzMaeVT9jerja/DGX+wRwKUOp12D399fjVLt3Tw3TPmEy7lGY4yMSIjl9sefu/y2PnspNP3mcQjXziCfafW8I1/v8uFN73KhhYzPoU2IichOZXZqxtj/H/2zjq8jSvrw+9Ili2zHTtO4jAzNNy0adOmKTMzM8N2227bLex2+21hu1tmZoaUKW2DDTMzO2aQLJzvj6uxZFswI8uW5Nz3efyI5s6MdDxw7oHft9bjyBooZBNMxSKLy751ccMyTW1UUeckx1WK05wFTR2u+mousL9FQflivN7G94YlPn3BoiAahACYU1B7Hsw+8iip8TuEHruvJCichIRPPsJtF7fzDlt15DHQUI5kVVzsqrSTpjhRUnWkf/q6k6bi5q/mv8KQkyKPAajZLeTNIGz6ZyMCHb0wY+SxJIjkEN4BvKAoSjlwHPDvgM/OAma11o7tD4SdM57/Mqz4BDw6m8pYrI075LnqG4RDDXHAeTD4eGNj6nztlpvKTgAcfCuc/a7x/UgQrNbE0XGThCbp7OSyw+fXimPmil/FcRcF28ttPPHTOqYN6cRRQztHHhBHksZGeT3ghkUwTp9gcii6d8jg7csm8NApw1i6rYyjnviNt+ZubXazl2gkjZ32c6SdYse+kl3s3LVT9/Iuj5dv9uazcNg9YvIeoHAAHsVCrn0H+3xOWVMbbS6ro7NSjjMzSNMvxcTk3a8zSl3NvibdikuqHXycej+d174Zcp/6VfzBgaaVDdsG8Gg9IsLpUfs+c/ucR4e9Fhcp+h1CnOytrMGCpyFqGBaziBCm4OF380ToqDOrpZGmoF7ZiQAXJ4zshDyWBGEdQlVVZwI9gGlAH1VV1wZ8/DVwSyvuW7tFV7+H+a+Krneak2eO4BCmWIVmoRZ1dNsjH5xvnQLzAoqAVRVK1ggNtGDsWABvnQplGxu/r6WEZgZxCAv7QZcR4fcjgZG55clB0tipfLNIsbakw/mfwBW/QNGgqFalqip//2IFJkXhgRON1RzGg6SxEfgldLbOEfXYUaIoCudN6MnCon8yJ+Uq3v7iG055dhbLdyRuck1S2Wk/RtopNsz/bTrZz4wg94XRfPFNkCynIKzZXUOBex+jugY4TWYLi89eyJOeUxvkJ5raaEeFnc5KBUp2cfOVpmXhtmTRSalga1njcfuqaxlrWofFEfq80WPJ41xs/r7BIXS4PdhcYLPkC53qUGjOYn01qqqywVXIFT2/hZFnh/kFCIj0uSiprGWDuQ/kdAk/BiCnKz9MeoeZ3mEc5F0oOmrrIdAJjEaHMFgzHh/yWBJEkp3oABykqupCVVWbiqP0BponO0t0E77LqFl0GdUrO6F9ri3vqo88ZueixoXNzjp4dgIseiP48o5q2PizP2yvoTmQ6UHETyu2woLXQjuZCY7MLU8OEt5OXq+YfHn2QJj1P/Fep6GgJ8UmBJ8t3smva/dx25EDKc7TJ1wfTxLeRk3xuOHL6+HDC6G2uei0EVKP+z+yUzx8a72Ho8rf5pRnfuPez1dQZQsuQh1Pks5O+ynSTi3H7vSQOuNBbKYsMFsonPsQW0rrIo5bsq2cr9PuYsrGxo32B/fqiqLA0h2VQHMb7aiw8bz7eEwHXhN0vd6sznRSKpo1o6qt9JXdpOeF3KeUzA7kKnWU1Ij00vI6J295juSLab+Hvxf0OYQZqo1ah5tKm4u8dEvkyIUlncWXbOIlz/HsrFO4s/AZ0W0+EhYrjk6jAYXH3Q/B+gjyFhpahPDSH6DnJJ1jAuQkwkQI5bEkiJQyeg8QSrzjAODu2O7O/oG/y2g4YXqf7ITH19PHF2YPSXYxdB4OXt8NxnGPwSURZrtSM8EZcOLROo6G7DLqK0xu2mm0YVyQtIS9K2D6zfrbBCcYpjCzSpLEIaHtVLkN3joJvr0deh0Mo6JLDw1kb3U993+5krE987l4Uq+W72MbkNA2CoY5BU5/TWRAfHp56I7Neuh9CMpNSzENOYFrve/xe/5DzP5zLoc/PoP3/tyGO4EkKpLOTvsp0k4t590/t3Gh/TZ2Hf82HHgdB5lW8OXvf0Yct3nrZjootWR2a5yZkbnjd17PfIbVO0TWVFMb7aywM896EOnDgkh0AebcYjopFeyqbBxrsVf7tE2DaRD6MKXnk2+yNUQIS2vEvWNBZoR7x8yOrOt9IZvVzlTUuSi0beCikkeaZ4I1RVHIyfA7mro0CAHcTvrv+Iyhps2+HdepAZjbHXocKDruBws+BMNsgeLRcOLTkN8z5GLyWBJE+hVOAF4I8dmLgM5qUEkg+nQIU0RqWadhoplLKLF4jVHnwNUz/U5Zer6QrAiHJR1cAQ5hfRjHDvz70FSqotdkmPr34LNQGb7UK1tyijVnZEQfwZG0HQlrp+UfwzMTRTT+hCfhvI/0pdWEQVVV7vp0OU6Pl0fPGInZlHiag8FIWBuFo8sIMbm2aQb89u+Ii4fk+7th9xI443U44w2K0+p59sKJ9CrM5K5Pl3PM//7g59V7E6IbaVLaaT9E2qnlfLZ4B726d2PYmIPJGnceH3W4iq9XlkacoHGWbABAKejf+IPq3RzqnkVtyRaguY32llVyRNaWkDIQ5pwuFJlq2NnEIXTVahHCMI5Qeh75Sm1DU5nSOgdXmb/igKX3h/0uZHRg27h7WKH2obTOQb5rDweUfwP1leHHAV3m/oNTTH/QlX08sPcG2PBzxDF4HAya/zdu6+lzCCMFOzRGni0m6Ja+F1ZCohEmM1z5K4y+IOxi8lgSRHIIO6mqGupOvhwIUhkriYSuGkKTRcxIdxsDR9wfvig4GIvfhmUfhl+mqUOoOXqhWhRrkcOmJ7MeE4QOYTC0Ga1Q+oUJTn19fbx3QaKDhLOTdmPfoQ/0ORSumQ1jLtJ58Ifn44U7+GVNCXccPYjehWFqQxKMhLORXkZfCKPOh98egR0LjY/3emHO06IGG2DoyXD9QgYOGsbHV03klxG/UOzexmVvLOCcl+ayzJduFi+S1k77GdJOLWNLaR1H732JWzr6jum8HmQddgtr6zKYvyW0RIGqqngqfHVved0bf5jXAwBT5VbqXZ5mNkqpWM9j1bfDpt+Cr/zEp7m+4OVGDqHXq1Ji87It+4Dwk4np+eRQ1xAhLKt1Msq0gdzSRaHH+ChIdWHFwbYyG6mqL8ssJXKjlfS1XzDBtJpMpZ5ejjXNgwXB8EUEhxf5HEGzzgghiBKn6TdDeYToZSCbfoMvrgt7DyqPJUEkh7BCUZRQLYAGAJWx3Z39i7Bzwed+AOd/LOr6bOWRdQg3zYAXp/i1sxa8GllcufNIyO/lfx0u9ROEo1jQv6FNcQNVO6F6V/AxWmtlR9MS1OTA7XbHexckOkgYO9krYPot8NVN4nXX0XDOe2HTVYywu8rOg1+tYnzvDlx0YK+YrLOtSBgbRcOxj8LxT0DxAcbHamn8gQ0OfPIiStV2+mz/lNcdt/HJiPls3FPFiU/P4oo3FzQ0pmhrktpO+xHSTi3j55U7ucz8LWNStzS8d3BXONS8nNkbQ2c0ldU5yXf5xOdzuzX+0HeeL1ZK2VJW18hGqqriri4RL7KKgq88JZWuHTLYWeF3CCtsTpZ5evHLxNdEWVAoDryOx3q92BAhLKt1kEk9ZmvkYMLI90Zzc8qnbC6tw6pJj+twCBWLlUyTEwu+7xmp+SH4HUCXr1ZTb4OY5R/DGycYGwPw5okiQOIJXa8tjyVBJIfwM+BJRVEadSzwvX4C+Li1dqw9o9UQhvXx0rJEBG/uc/BIb38tYSicdbBrsX8WxFXf0BY4JCc/A8cEpEF1HATH/xcK+gVf3mKFGxY0b5H/9W3w7pkhvofvZOSsDb8vCYrMLU8O4m4njwvmPg9PHgALXxf/9zFO//N6Vf768TLcXpXHTh+JKUlSRTXibqOWkJoBYy8Rneoqthqb4NJuRILNhOf3hOvmofSfxph1TzC386M8MCmVeZvKOP6pmVz+xoI270ia1Hbaj5B2EmxYs5S5/zmLL15/lFqH/hv7LeuWka44ye49vuG97BXv8IblYZas2xxy3MaSWmZ6h7Nh9D3Nu3dmF6MqZrorJWwoqW1ko/I6J5ke37GsldI0ZfufXFn+OHWVJQ3p43urhYNXlBPBQcspRi3oz74aB6qqUlrrIMdUj8kaQT4CwJKOFQdbyuqwKs6G9/SNc5Ha4BDqSP80mUExib4XF3ymv0FM4DnXiEPYMCb08SKPJUGkX+FeoAOwSVGU1xRF+ZeiKK8BG4EC4L7W3sH2SEMNYbgY4eK3YdaTorEMRC68bdplVBOmN0JuN3HTE0w+IhyOmtCNaFKz4dp5MWmkEQ9kbnlyEFc77VwEz06E7+4QBe9X/QFHPRST9NBAXp21mT/Wl/K34wbToyD5/i/bxbHkqIVXpsGnVzYWPQ5HQ4QwxDk8qwjOehtOewVzxUYu2vwXZv71EG6bNoD5W8o54emZXPb6fOZvKW+TGsN2Yaf9AGkn2F1eRcr7ZzGx+jtO2vJPnnvlJV3HiMerYt+5XLwoGuL/wJcB4Nm9groQzuXGfXUsU/tinXxd8w/NKaidR5CClw0ltY1stLPSTr7imxhP7xB8x6p2MKrsa3I8FZTVCcespKaeS8zfcvhPx4rOx6Eo28jUio9Ic1VS63BTVusk2+RAiaQnCCiWdNIVJ1tK6/Biwp2ao+/+0ZJOquoIcAh1pn+aUyElFfoeHjpa2pRoZCdCjW+CPJYEkXQIa4BJCMfQCoz1Pd4LTA4iRSHRga7bxLXfiuJZj0vMpkSawdAOXrcv1cDtiCxM/8tDQldQo2YP7FwY/qTz8aViXCCO6tBppiaT0FkL0y45kXE4HJEXksSduNhJ69Cb1UmI+J77EVzwOXQeFvNNrdhZxb+/W8O0IZ04f0KPmK+/LWgXx1JaFkz+C6z9Bn75h74xHh03S4oCw08Xk2envkxORjo3TOnFrCt78ZcjB7BoWwVnPD+Hk5+dzfRlu1q1K2m7sNN+gLQTfPvJG/RiNyVHPc+sgXfxxrZCflsXWSJm9e5qerq34FXMjYXRfdlRPdgdMmV7475axlk2U2wOXpNmumoGb2dfyqZ9dY1stKPCTr5Sg4oS+n7I1zQmj9qGtNGSagfFShmptj0NqeZBKVnNpI3/oVgpY1+Ng9I6J1UpHRuXBYVASbGSbXazubSODzyHsfWK1ZARwmltsr9uzNSRRk3RWH1jAK76HUaeI7S29Ur6tNQhDCM7IY8lQcQ4qaqqLlVVX1ZV9RxVVY/0Pb4CDFQU5aM22Md2S9iJLLNFOINel762vFrutnbz4dIhTF9XImQhNJZ/DC8dHj69s2QNlKxq/J6jJnzTm0VvwjqdWjMJhsuVeDphkua0qZ12LIS3T/OnSed2hStnwIAjYx4VBLA53dz4/mI6ZKby79NGoLTCNtqCdnMsjb8CxlwMM/8Dy3RcArM6wn2VMPayyMtmd4Lu48Tz2U+R9dphXF+0jNl3TuUfJw+jyubk+ncXM+WxGbwyczPV9bH/TduNndo5+7udtpXZKNr2NXUp+RSNP4NxZ/yV/A4FPPPrhohjl+6oxIoTV9Hwxt3Rc7uhmtPorexmWYhU7Y0lNbxlfhDT7CdDrr9Pxyw2l9Y1stHOCjtfeiZhO+kVv6ZeU3wOVb5S0yA9UVJTTy51KGEkJ4CG9NUM6impcVBW6+CZrv8W2SqRsGSQk+Kiul7cP+am64z0nf8JVae8zQq1D56Lvw1f4xhIx4FQtw8+vgT2rdE3RnMCz34vdFlT2PGhHcL9/VjSiCRMn6Eoyj8URflKUZT/KIqSoyhKH0VRPgPmACVts5vtC3/KaBhMKT4dQre+MLw1V2i0aI7Zzctg2gPhx6SkN9Yh1KKL4XLHUzMadyaFyA7hrP9FbnCToCTrzff+RpvYafdSePcsePlwkSba7wi/Nl0rbv/Br1axubSOJ84aRYdImlIJTLs5lhQFjnkUeh4sutft1NF5VFEiZ3k0ZcSZ0GkofHwp6T/+lQvGdubn26bwwgVj6JJr5R/TVzHhoZ+585NlMW1A027s1M7Z3+308cLtPOC+CPvJr4A5hVTVyUPFc1C3zmFbmS3s2OU7qnjacgmpV/3a+AOTGaVDH4akljSIyzdlT0kJVhyhO34ueI17K//Opn2NJ9Z3VNgoSe1J5gGnhd4xX4QwV6lr6DS6p7qewhQbSqQsK989WKbiEBHCWgcFWTqvF+Mv58/MwwA4zfw7Hb67Vt844NTR3dj88LHkZRi4Ni16E9b/IJ7rTTPN6QL9pgmnM1L2WyDDTodpDwaXRfOxvx9LGpHirs8gBOi/B44BhgODgDeAK8JIUkjCojWVCeMSmnzC9P2n6dMt6zgALv3O/1qPTIXFCp6AULmrXuxbuMJgS0ZjJxLgyH+ET0tIy07aLqNZWToKsiVxp9XttOoL+PBCMfFy+D0w4WrjUjBR8M3y3bw/fzvXTunLpL4Ga3sTjHZ1LKWkwllvCW3CjoPDL1uzF359SMiOdB2jfxu53eDir+Gn+4Vsxc6FmM9+l6OGFnPU0M4s21HJO3O38fmSnbw/fzsju+Vy3oSenDCymPTU0LPhkWhXdmrHtBc71bs8pKWYDN2Uq6rKJ4t2Mrh/PwqH+ZrCmC0cvO1Ztpon8sWSE7lhav+Q45fvrGJ411yUYJM0Jz7Jzz/uDBohtDs9uKr3QCqQGaL2rXYv/avn4HBegx3/vdTOSjtHZm8SE4tdRgYfm56PmppNltfLDl/K6J6qevJSXKIsIRy+CGEmdkpqHNTU2bhpy3Ww7CYYcUb4sWMvZcv6xbB3F+Ot2zGtnxl+eY0/X4J9a1D6Hwk/3AvnfagrRZUZ//bfe+oVpu91sKi9XPWF0BUMJY/WlNNfibhIezmWWkqkKcujgCNVVb0DOBaYCpyrquo90hmMHl3nPbMvQtj3MJh0g7ENuJ1CCHlLhIM6xSq6l2pRDrevM2m4HUzN9LcL1hh1bvhOUalZSdtlVOaWJwcxt5PXAys/96c69z0cpv4dbloGh9zeJs7g9nIbd36yjJHd87hl2oBW315r0+6OpYwOoktzaobQZq3ZE3w5WxksegMqtxnfhtkiUr7OeluMr9rR8NGIbnn8+/QRzPvbEdx/whBsTg9//WQZ4x76ib9+vJS5m8rweo03oWl3dmqnJLud7E4Pt3ywhGX/mMTn/zqXFQb0N1fvrqF/9RxuzvrF39zJZMbUdQwHWTfxy9rQyWsOt4fKvVv5v8q/BNcD7D6ewl7D2FZuo6ZJSvbm0joKVJ+jmNUx+AYyxfsdqGHdbv932lFh5ybnSzDj/0J/sbRslL/tYGbeiQ0po7ur6tmZORR6HxJ6HDQ4hDkmB2v3VGPx2OlauxxsOm7VbeUMzRb3dXkWb9hoWiN2LYG134lzXOla/Z21zRZ/YCFcXWRTdi6AH+42pmu9/GP46JKwiyT7sRQrIjmEWaqqlgCoqroDqFVV9Y/W3y0Jx/8Pbl0tCm5DafwFUr0bnh4nbmJdNjGjvHtp+DEd+oobXW9g3WGEUHzRkMYz4m6HqKmylYcek5aTtBFCpzOC3IckIYiZnewVMOdZeGoMfHSR0PME4QBOvq3NmiPVuzxc885CVOCpsw/AYk7+ttjt9lhSVZFK/NapwjFsSqQuo3oYfALcvBy6+6IhpesbPspNt3DxQb354ZZD+ODKiRw9rDNfL9vN2S/O5ZBHf+U/P6xlc2ldiBU3p93aqZ2R7Ha645NlfL5kJ/u6H8kprm94+/VnKK3Vd2P+0+q9nGH+jZE73mmcit19PL3cW1i/fQ8VdcF/n7V7aujq3UO32mX+e59AKrdxhP1bcqhjzZ7G9y0b99VSqPiO8VARQl/XzI5KFRtLxES4qqrsqLCTp1aH7jAaQNf8dH/KaFU9c3pdA1PvDT8ouxhuWcXcjCks21FFFr4SIB1dRvnqRs5eK7Rzc1Lc+lMyzRYR6dNk0fTITmjjtNIjvefFzb/Dl77giJGmMp9cBis/DbtIsh9LsSLSXUaKoiiHKYpyuKIohwMEvtbekxhDi7+FnUwxmUSk7od74NWjdKxUgdJ1YC8XkT6I7NyNOEPowGizQaMvhBOfCj9m6r1w2kv+19W7RE1VuKYxSZwyKtmPmPU/eHwwfH+XmOU98004+9247MoDX61kxc5qnjhzVFJKTOxXKAoceoeYIX//PL/0j4aeLqN60DTP1n4Lz4wX0kSNdkNhQp8CHjtjJPPvOYInzhpJ78JMnvp1A4c9NoNTn53FqzM3s6eqvmX7IZG0kF/W7CVvxWv8/eBsjrv0Phw5vTjN+QX//WmdrvEz1pYw1rIZc/cmKdhdRmHCS192MHND8MjY8p1VdFd8nS2DpTfuXcmg+ffSW9nN6t2NI1Eb99WyWO2P85SXQ6dG+hzF4pQqtpYLp6zS5qLW4SLDUx25E+ePf+d8xwfsrLRT7/JQVuekSyQNQhCRttyu5ObksGZPDRmK7zyUquP6kZJOttnN348fwsjOVv2SZSlpwhl0O/2v9WCyiKyyy37Sl2IKjYXlW3oulQQlkptdArwa8LqsyWsV6BPrnWrvaLnyYXUIV30Bm/8w0GXUNzPjdopIH+gTFg2keJT4M4Lm6KWFmYU6+mFj60wgZG55chCVnRy1sPpLGHC0uEjndheTJOMuD13j0QZ8tGA77/0p6gaPGNIpbvsRa9r1sdT3MDjpWfjsSiHNc8br/puWhghhFK3Sg9H7UOgzRTS0cdlF19MmZKSmcMoB3TjlgG7srrLz+eJdfLFkJw9OX8WD01cxrlc+xw3vwjHDu9Cpyc1mu7ZTOyJZ7aSqKm9+N4fXLW/gye4F5kNIG3M+4379JzfMX841U/rRNS/0vUudw836HXvplFrSWEMQoHAAKgp9UyuZu6mME0YWNxu/YmcV/VLLUFFQcrs130C26NnQ11rNql2NHcINJbVY8ruTOvKw0F8wpwt0Hk5hTSY7a8Rk0LZyG+k4SPE6IjuE2+YxyO6i0nZ4Q2T/osVngOd4OPKf4cf+8R8Ot6SzlB5Y0QTmdTiEFismt51LD+4NFQWATmkjc6q452yIEOrVIbSICS6to7IeGslORF8jHYxkPZZiTSQdwl6qqvYO8yedwSjQVTq9cyEsfkvMiug5yLRlPE79EcI1X8MTw6Fiq3i9a0nkjnnzXoSnx/vDm1ptoDZ7HYyMDvr1aRIMmUqQHOi2k9crUk8+uwYeGwCfXwMrPxOfDTtVRMjj6Ayu2lXNPZ+vYFLfAm5tB3WDgbT7Y2nkWXDsY7BmOvx4n/991QuWTP2z55FIzYBz3oeBx8I3f4G5z4VdvEtuOtdM6ct3Nx/CT7ceyq3TBlBtd3P/V6uY+PDPnPn8HF6ftbmhZqnd26mdEE87VVfuY/OWTVHVqM7fUkGnfaK/gXng0eLNflMBmMAKPpi/Pez4BVsr6K7uFi8KmzSOKeiHcvduKnodw9xNZUHHL99ZxdCMSpTsLsGPyRzhRI7IsQWJENZxRO5O2DYv9A7m9YCrZ1JVfHCDQ7e9wkYOvhTJSPIRadlkKfUN3xUgw7EvvD60xqz/cgiLxXNzKmrXMZChoxmZJcPXVBA44X9w/ieRx4C4r8sqEg2w+h2hP7J47oeiBGPRW82bFIaipTqEYZDnPEFsf1WJIcKnjKb4dAjdBnUIDTiEHidUbfPncv/8gCjWveLn0GMcVSI1yuMUJ9OGaGSYWajtfwoh5yl/E935kgh5okgOdNnJWQfPHgiVW0Vd6/DTYOS50GNi6++gDqrsLq55ZyF5GRaePOcAUtpB3WAg+8WxNP4KMTnXd6r/vZ6T4G4ddeBGSEkTKc0fXwLf3SkaTnQaGnFYv6Isbpzanxun9mdDSQ1fL9vD18t3cf9Xq7j/q1UM6ZLDQb2yOWFML4YV52IyyXbsiUo8jidVVfn8k7c5avlteNUOHJH1NE+eN45hXXV2fAS+WLKTqSlL8eZ0xVTk60fQZRSc8CTqwo58tGA7N03tjznE/96cjWX0MPsifIVNJs1MJjClM7FPAb+u3UdJTT1F2f77IIfbw9o9NZh7FkNhQfAdzCgEk4X+6TWs2VGD2+MlxWzC61XZtK+W/xW+D9PL4drZYb9n78JMvl+xB5fHy7ZyG5VkYT/vS9I7he5+CkBaNmlecU+2YEs5oGJ22/SlfqZm0ckqHEdT56EoV/wSeQyIe0VNdswIB98i/gCGnqx/XHYnkZ3zzV9gwFH6vpvmBJ70jJhgiyH7xbVJB9IhjAMNOoSRHELV44sQ6jCT2SJmaPJ7QfEB8PeKyGM0h1Fz6lz1kdNMNcfPZRc3JXqcz11LYOYTcOD1kJLcrfMlScS+dbDqcyGAe+yjIoo99BToNAwGHafvItRGuD1ebnhvMTsr7Hxw1UQKs2IUTZK0PWMuFo9ej4g+DzutdXQqzRY49WXY8KMuZ7Ap/YqyuemIbG46oj8bSmr5efVeflq9l1fm7uSlOTvplJPG1MGdOGJwEQf2KWyRlIWkffDkD6s4ddkDVFk7s37co9gXKFzwyjy+vP5guneIfD51ebx8s3w3f03ZgKnXkf7jwmSCMRcxLWUXX763mAVbypnQJ7jDNndTGSldj0C5/K/Bs6cWv81pe+byMMcwb1N5o7TR9XtrcXlUKibeCSOap5M27Et2Z7qlVOFwe9lSVke/omx2VtpxuL10oCp0h1GNd87geLUXz6hT2FZuY3u5nazMLNL7HxrxNyIti1SPcAhnrN1HhsmNonr1pX6mZtIl3cPDpw5nuAEnnYHHiFRZVYXpN0NWZzjsLv3jjbLsI1j4uniuN9qXWQhDThY6hEY0XQ/5a/DmQZJmSIcwDiiaDmHYhXwX37GXNG9SEHR5pXGYX88Bo6VLaOt32yOnF2iOn+YIdhkFp70C+T1Dj9Fa9DuqxUG97gfo0Fu0UV/0hjjI+x8Zvg4xTmRmxnYmStI6NNipbKNoM73qcyhZJd7rNVncnJvMMO2BuO1jOB7+dg2/r9vHw6cOZ0zP5EyvjsR+dyyt+BQ+vVw8WqxwxP0inSyWWKyiAynAzkXi5qrLCMOr6VeURb+iLK46tC87S6uYs7WGn1fv5fPFO3l33jZSzSbG9Mzn4P6FTO5fyNDi3JARHEnb0NbH0+JtFez8/XW6W/ahnv4RXQYcyaDhpdz43Jf89eNlvHvFhIhagjM3lKLYyshOrxIT14FU72aa80fyUnL4buWeoA5hrcPN8p1VXHNo39CdMEtWU7DuQ7LTjmPe5sZ1hCt2ig6hw4ojOEsXfI692gIbVrBqdw39irIbOo5meyohc2D48ZXb6Jwh7sE276tjW3kdo3JrhSPU/4gGAfqg5HTFlF1Ers1Cld3F6EIz1BK+LEcjNRPFWcc543uI+6znHhCN0cLdn4HIktEyZbbOgaJBkbcFsOYbmP+SmGRd+w3cEKHkSGPZB7B3hXiut+6woC+MvVQ01eo8Qv8k2+F3R1xkv7s2haB95SQlCbr+jy1WSM2GftNEbZMR9iyHr26CyvC5+M2cO1d95HbDTaOKuV1h+OnhT3CpGY3HvH8OLH1PRG62zhFpT4/2Ex36Fr2pL1e+jXC7E2dfJEFw2mDtd7jrfBHxVV/AjIdFncYxjwjplounx7wIPZZ8OH87r8zczMWTeokLeTtlvzuWhp8O46+EtV/Dik9EE6PWwuMW7dXfPw/qgtdO6SUnzcTpY7rx3PljWPz3abxx6XgumtSTCpuTR79fy4lPz2LMP3/k2ncW8urMzSzZXonT7Y3RF5HoxcjxtKPCxoqdVdS7PFFty+NVuefzFZyROgdPQX+U/tMA6PXT1byV9T/mbCrl+5UhdDgD+GrJLtzWDrj+ug0OOL/xh3uWYf36Rs7uXsX3K/agBkmhmr+lHI9X5ZzKF4QoejDyeqB4HEzpbmLupsZyWCt2VZFvhZ5vTxT1a6Eo7EefHt2xmJWGxjJr94jHVFdVZOkIax5ZqjjeN5XWsm5vLVMytogJolB6pRpT7kS5eiZDuuQAMLhrHow6D4oGhx8HPs1nn8RMXYnf6YpEfRXsXSUy0tz1+msBq3fCxl+EPmrdPn1joLETaESOZ/Pv8Nu/jWVczHkWPr0y7CL73bUpBDJCGEeCnfAaOOgm8Ve2Ucz6RprhAXh2ksjHLj5AhOPHXQ50D718Vicxu6w5c247pERIGc3rLlJTtQO6cjtUbIbuE0PXB1qaOISqFxQTjDwbhp8B2+aIG/k1X8OuxXDABWK51V+Jfew6Jm439A6Hg+zs1hchl+hEVYW8yqbfYP0PsOUPcNejHv00FF4Aoy+CUedCdud476kuFmwp5+7Pl3Nwv0LuOU7HBT+J2e+OJUURkxKKCf58ETJC1CzFAnMKnPYyvHqMmGA7/1Njgs8BBNopLcXMoQM6cugAkSK3r8bB7I2lzFxfyqwNpXyzfI9vORPDu+Yyqnseg7rkMLBTNv2KsmSaaSui53jauK+W3956iOdLhlJCPjnWFG6ZNoCLJ/WKGM0L5IslO1m5q4rckQdj7tPbf0M+6FhyN9zC4R3KeOqXDRw1tHPI9da7PPywai/HDu9MWnqQbKBOwwA4qqCE5zd3ZNmOKkZ2z2u0yJyNZaSaTRRv+wrSXc3XAZDTFYBDOzv5aoObfTUOOmaLbKgVO6uZVORGKdkm7kNCsWUWqdvn0a9oXENjmTV7auiVn4Zir4qsR5ueh6V6F3npKfy5uZx9NQ569fU542k54cf6uGXaAPZ+soxzDhkBXSfrGsM57/s7zhvpNr/qS/jyerh5hTGHUMsyc9To1yCExg6h3ghh6Qb44zH929D43pf6euqLIRfZ765NIZAOYRzR1Z/rk8tEGuf5H0de1lYqdAi1NueRDtCCvnBWgJbVSc+CNcLJqvch4k9j9Zfw/d/gji1hHELfCUlrXqN6aei1ajJDr4PF3zGPQO1ecbFRVfj2DjEDZc3zLTNZdCNr2llM0n5RVTHh4PVCYT8o2yA02AA69IExl8CAI3Fm+VJ4MlvxpjvG7Ky0c/XbC+mal87T57a/JjISfE7hv2HKXZFvIltK1zFw3OPixm7mE3Do7THfRMfsNE4a1ZWTRomb7t1VdhZtrWTRtgoWbavgzblbG6KFigI9OmTQPT+D4jwrxXnpFOelU5iVSl5GKvkZqeRnWMixWmTzmlZg1a5q7n7xAz7hOYYNvobqIefR8eebuearC9hWbuPvxw/R5RR6vSrPzdjIwE459DvrYQi0la950nW993LawkJmbihlcv/g9XW/rimh1uHmWvMXMPNXOPjmxgvkFEN6B4aatpJiGsb3K/c0cwhnbyxlfPcMlD0lQiYoGLnif3NMrg3IYt7mMo4fUYzb42X17mpOHOYUgmrhJg23/AEzHmbY4F+YsUFkn6zZU8OAztkw5bvIE47WPChZxfAuWfy0ugSAnpm+KFSke6wNP8EfTzD+jNf45S9TIjSbaEJg2Y1WCqTHuWu4R7Pr6yWhod1jOuv8jQ31YLKI3+jS7/RP9kc5wSXRj/yF40DDOTjccb7uB1j2vph58eniRKRBEyZK3ateBxlbHgKayoQ5gXSfCHfvFbNJ2slNCXLzqyj+E62iwNUzRTrCpl+FJuOa6SLqedzjoiZs4WvQbRwUDW21k4XMLY8Du5fB9nmwYz5snQ1V22HkOXDK81DQD05+XtQ7dOjdMCTTHkWHtDhS63Bz+RsLcLi8vH/lOPIykqv7bjTs18dSazuDGqMvEOfL3/5PNIroPMzwKozYqUtuOseNSOe4EeIa5fZ42VpuY92eGtburWF9SS27Ku38tm4fJTWOoPe2igJ56RY6ZKZSkJVGYVYqBZlpHFL7LZb8rmQMPpI+RdkUZKYaimolG9vKbGwuqyMz1czQ4tyI0dVwdqqud3HtOwu5X/kQLFmMP+N2cNahfruYJ3r05qxZhfQryuK8CZEzj35avZf1JbW8eEJHTB4HmAIcjLwekF3MKHU1nXJG88Jvm0I6hF8u3UVhVho9d30D9UEUyxQFCvuTWr2ViX0K+G7FHm4/amCDzSttTlbuqua+SemwByF1EIycbpBZRI8cE5mpZuZtKuf4EcWs21uLw+1laI5vYjorjMarL5o/tgg+WuxgzZ5qNpfWcezwLtBThxxQ8SjwODmsUxF/bKoEoGu6C1Aid8i0V8LWmWCvEJIOW2fBmyfBhV+IifFwrP5K1BIfcZ+/a6ge505bxm0XE+6hftumNDiENcbE4s2pIlKqJw1WQ2/UsikFvonkMOzX16YApEMYB3Rd1Mo2iLqTnK7BnadgmFOFHESDSGiEm8zq3fDcJCEcP/JskbbZcRB0DFMwvXMRfHC+CL/3OtivXRNOY8uc4nfYvL40DT3fKaODqMMZfrp4XbnN71DuXQFf3yaeWzJEc5tuY3259joLonXg9cramFZDVUU9xa7FUF8pUj1BCHuXrRcX7B4TRep038PFZ4oCo85ptqpkspPL4+Watxeybm8Nr1w0ln5FiddMqTVIJhslNcc9LpouhDuPh6Eldkoxm+jbMYu+HbM4ZnjjiUyH28PeKgdldQ4qbS4qbE4qbC4qbU4qbE6qausYUTKd92umUmZzcbTrMw4yr2TZvN6c5rqBSmt3RnTLZXSPfMb0zGdcrw5Jn5Lq9apMX76bT36ayW/7MgCF88w/cY95JAePH88Nh/cnNyP4jXYoO6mqyp2fLMNWsYdD0xaijLuhQQtYGXY649dM5/D+F/HAV6sY0zOfQZ1DR6xUVeWZGRvp3iGdaStuh415wjHRUBToMRHztrlcOPFvPPrDOtbvraF/p8bpdzX1Ln5eU8K5Y4tRlm8CXw1iM/J7w5aZHDWpM/d+voINJbUN65q7qQxVhQMLfDVyoZyWrI5w+3rMwNiFfzboEc7eWArAwEw9DqGoERzvW+S/P67H41U5uLMHln4AfQ8TzlooJl4DE6/hlOoa1pfWM21IEebNvwsnKFLDPy2lVKs5dtpEl0w9DtHWOaJR3xH3iQhqnyn6HLWG3hD14WXHmpLRQdwzdhtvLGX0uMdgy0yY/7KvtEkH0eq4Xj3Tf08cAnltEkiHMI6o4UKEWhjd4zQQUk8FjwMxC5UR+QA1mUWKqbNWRNw+vBAOvTNyu+HqnSJyCb66Q2v4Il9buSgEHnoqdB8PF36pryayKYEd+jqPgJuWiSjSjgWwcwHMe16cAIsGiZPNrP+JuoTOw8Vfhz6GaxHtdrucPYoFXq//QrjoTdGOf89yfyF6VicRBVQUEQnM7CjsrTMikCx2UlWVuz9bzh/rS/n3acOZMjDMTUU7I1lslPSk5/vT8bTuugZoLTulpZjpUZBBj4Ig7fPdTnjvLKj+hSuuPhs6D8NVfxBliz5h8Ix7+db6MM/0foqf9zp48pf1qKqoWzywbwGHDSzi8EFFumQP9FBldzF7Qym/ryuh19ZPmFz7LQ7Fyme556P0PIgD+xYwZWARVkvLnNHyOie3fLCEReu28nv67awbcRnm8Zcz4qMb2GmaxxGzO/Ltij08c95oRjVJnYTQdnp99ha+Wb6Ht0ZsQVnngRFn+j8cdhrKsvd5YnwNU3encNuHS/n8uoOwhEhXn7OxjKXbK3n4hL4oP68Qk3NNOUREH8/J78GTv2zgtdlb+Ncpwxst8sPKvTjdXk7rp8ASh4jaBGPqvWBK4Ug1j3s/X8F3K/Y0OISzNpSRkWqmTx5CFkFHFGtinwL+/d0aSmsdzNxQSp+OmeQVdYcBx4hrTCh8EcJeGXZ6F2by3co9ZKelMMqyHd6/Ei79PrxD6MPjdPDwqb7fovhmMWEdCS3t0yFqF3H5HGA9shOWdFGao6pikn/k2ZHHBK5bK+vRS58pcN08Y2NAdEzd8BMs+9CAQ+hzWiffZmxblvSIUVJ5bRJIhzAONGSMhksZ1SJoHqdfgiISA44UJ7nRF4i/SGgzR1pnKYjcZTQw1xxEnnqkmSuPSzhrhQOgxwToo0OLJxKKIpzK/J7+CKLb4f/dHDWi89WGn4WeI4iT3tUzRe3knuXi88IBkNdT5qfHkupdsHOhaP6yb514LNsIf1kn/r/KNwtHsP9RokV+5xEixUZz/rqNjevutyZP/ryBDxfs4MbD+3HWuPbbUVSSAOxYIKLt530MHXWkucULVYXpt4jygBOebEhztVgzKZh0IfQbj+W1o7m98iFuv/5natwmFm6tYMbaffy6toQZa1dy35cr6VeUxdRBwjkc0zNfd02u16uyanc1M9aW8Nu6fSzaVonHq/K3tI+4UvmMbWn9ycBBuVLALwt38MacreRYUzhvYk+unNyH/Ezj6d5Ltldy3TuL2Ffj4NNBM8nbUsWEKSdAcTEc9QC9v7yen46u5II56Zz70lxeunAsB/WLrOG7eFsF//pmNUcM7sTBndxQN6axRmXvQ8CSSe6W7/nnyXdy9dsLeW7GRm6cGrwu/5kZG+iYncapxeUiStU1yLm50xAAOgAnj+rKp4t2cMdRgxpFNj9bvJNu+ekMs/omAEM5hD4nrxMwukce36/aww1T++P1qvywag+T+hZiGTIWhhwX/of45Z9Qu5eJox4E4PuVe5i3qZwzx3aDwVNg8PHhx/scQsVWzi3TxnLbh0u4cWp/Ul2LxOfhuqqDaJD39W2YTnkPCn12y+ki/iKR6nMInQERQtCZ+mkVPRo8rtA9HYJR0A9OfFrUcb44RTj+Q0/RP94oa78TjbbCOeVNMafBqPOh+4TW26/9HHkXHAcahOnDLuS7mE39uwjJ62Hag8Z2RIsgepwBqZ8RTjpNtQvHXgYDjg4/JtCJ1MSaOw+POqUp4r6BqJ8ZeIzYz31rhAO4d6U/yrj4HZj3nHhusoh6tMIBcMbrwlHetw5ULxmpkS/C+x0uO5RvgoqtULnV/3jso+KCvvIz0WgIILtY1CSMOkfMPlqsIp3liPtiuksZGYkjMh+KjxZs54mf1nHa6G7cMi2Bb9BbiWSwUbsir6dIxf7mLyLNT2e0vc3ttOITWPK2iDSNuaj550WD4JQXxTnGnEp2isKUgUVMGVjE/Qxlc2kdP6/ey69rS3hl5mZe+H0TuekWJvcv5IAe+QwrzqE4L52CLHG9q6l3s6W0jnUltczdVMa8TWWU1oqUsuFdc7nm0L6ckLWagT9+BgdcQI8TngSTiacRNZKzN5TywcIdPP/bRt6cvYXLJvfhqkP6kJkW+XZKVVXenreNB79aSVG2lU+uOIBh718FQ0/26/KNOhf+eJzem97j02s/5oKX/+SS1+fz/PmjOXyQP82xqZ0q6pxc984iOuVYefyMkSgZY+HwexrvgMUK4y6D9DyOHtaZE0cW89Qv65k2pBODuzROHf1zczmzNpRx97GDSSv7TbwZ6FxqeL2w8lPI7cbFBw3hgwXbeX/+Nq46tC8gJC9mbSzlpqn9UZyrIbNITMoGw1YO81+BAUdx7PAu/PPr1azYWUWtw83eagd3HxdCTL4p5Zth50JGHp9Hr4IM7v5MyC8cP1Ln+I6D4K+bwZrHiSYTRw/tTGqKCf70pVNa8yKsQIGa3aRT739r5Wfi/mpghPul9HzoNNx/L6ZF7fToEAZG+n66X5RjXPpt5HFZvkCCVsJhr4g8BoRUxfSboXQ9dB3dWAs7HFtniUcjkhMmk4hI7lkuuunHEHltEkiHMA4o6Lgwp2WLZjKDjjfeQn/1dCHMffJz4fPHNYfQ7QwoQI6kQxhQfAziYh2pZi/QIfQ4RefUI+6PvUMYjJQ06DJS/AUy5U4YdpqoVStdJ05o9kr/7/XLP2D1l2SAmC3M6yHST096Wny+6TcxC5fdSaQ7ZhQktNadIeyVsP1PqN0DNXt9j3tEqkbX0bDue/go4MbNkiFuPuv2CYdw6Cmi9q+gf+SOavsJv6/bx12fCnmJh08d3q6bY0gShKyOcPi9wiFc9XnrzvhHi8sO390pOqROCVOqMODIkB/1Lszk8sl9uHxyH2rqXcxcX8rPa0qYub6U6ct2h9185xwrk/t3ZHL/Qib379ggT8D67dD7UFGPqaW6qyopn13OIVmdOOTch1m3t4b//rSOJ39ez7vztnHLtP6cNbZ7yMhkdb2Luz5dztfLdjNlYEeeOHMU+Rs+ExpwYy/1L2gywwHnwS//pMi1mw+umsgFr/zJVW8t5LnzxnDEkOa1bx6vyi0fLqG01snH1xxIbrrv1i7YeebIfzQ8vf/EoczeWMrtHy/ls2v9qaOqqvLEj+sozErj/Ik94ec1ohlKsM6eJpPoCD7wGAaf9DQT+3Tg1VmbufDAXqSnmnlzzlYU4PQx3SB/AAw5KbRBvB749Z+QlsUZYy/nvz+t57kZGwHITDVzxOAi+OEece095t+h15PZEWxlmEwKD540jBvfX8wxwzoztmc+vONLoT3vw9DjzZaGOkJAOIMgJlggcpMoqxC+V+qr/O/N/K9IM43kEOZ1h2tm+l8XDYZxV4h7wkikWEUwwV0PNbuFFqEe3A7haGlSHHobuLjtogEcRKzTa4R2n2U0M2v9D7DjTzjkL8bGSXQhHcI4EjZldMSZ4m/nQtHSN9SMWiBvny4uAF3HwvKP4JQXwi9vShF1W52G6I8QpmWJE7oWads2T8hchOt+ZbaImSCXzX/C0dsop7VIz4Pu48RfMA69A4acRN3O1WS6SoXeYuDJ/ecHRd2ihmIWjU80eZBv7xCOVXqemE1MzxMOsNYcZft88Rto+e2WDHHCT/XNVHnc4vNQBeher0jh0f5Uj3DwUzPFxXL3UvF/47L5HzXHuGYP/Ph3MQsY+DftQSEWXLYR3j0j4LfKF5MTdp/Ib4+JcPqrkNdLpOxmFDS+8cgpFn9tiM1mS9hZvmU7Krn2nUX0K8riufNH+28u9jMS2UbtlrGXwoLX4Od/iMlFHQ0m2tROlnQ48y1xftQzoTb/FXEennxr0I+zrRaOGd6loaFNSXU9q/fUsLe6nvI6JwqQkWqmR0EmfQoz6ZafHnxypv8R4i8QRRHXxwWvwuTbGNCpkGfPG9OQpnn3Zyt4deZm/nr0IKYOKmpwDF0eL98s380j361lT3U9tx81kGsO7SukNlZ/Kbpi9mqiMzfiLFjzDdTuJa9Db96+fAIXvvon17yzkKfOGc3Rwzo32ElVVf4xfRUz1u7joVOGMaJbHvzxuIhIXf5L8NRBjwtcdjpk5vDPk4dx9duLeH7GRm7wpY5OX7abOZvKuP+EIaJxz8izxX1FqOtR0WAoWQ3AbUcO5Izn5/DsjA2cPb4Hb8zewskHdKVbvo7/qcxC4YxU7SA33cKlB/fmyZ/XA3DzEf3JSE0RnacjafllFogaPFc9hwzoyJK/B0wo1OzW17n9t0dEKuWwU/3v2SvFtTpSgxOfw+isLqHBtXJUh06VDYcmy6WHMZeIY15RfHqCOuUjbOXw8lSYcI14rbeBS6DUhBHZCS0YYbQT/vIwTnwLkNcmgXQI44A/ZVSHvsz750O/w+GkZyIv664XM2xel8+ZiHCB1Rp4gJipvfQH0XglHGnZcOab/te/Pyr0D6+cEWFcltivRHEII9F5GHQehr1LKZmFQdJGz3hN1MrV7oXaEuFkBQpPl2+CkjViRlErDh94nN8hfP8cf0MVjRFn+cVTH+7qr+tUzMKW4y4XHWHdTvhnkNz7g26GaQ+I+smXpzb//LB7/JHSbXOFo5eeL2Z90/P9ti8aBJf9KCLTWZ2aXxyyO4voqiQi6/fWcNGrf5KXYeH1S8aTbTWQIiORtBSTWaQNvn+OqGsaenK898iPqoprUM8D9Y/ZsUBEO0dfpEtztCjHSlGOwXb1Kz+DfkcEj8hMul6kty7/SHSSBA7okc+HVx3ID6v28u9v13DVWwvpkJnK4C5i/Mpd1VTaXAzpksNT5x7A6B4B9WcnPiV0Vps6pXk94MpfG17mplt467LxXPTqn1z/7iJuPXIAJw7Mprrexf99u4Z3523j0oN6+2UkdiwUk7yhnMFH+sK4S+GI+zl6WBeOH9GFJ39ZT/9OWXTITONvny1nZLdcER0Ekc6qpbQGo+NAWPYRAON6deDU0V156pcNvD13KykmhVuO8KXIf3aNiIAd9rfg61EU4azViMjujYf3Iy/dggpcPKmXWKa2RGSfhEOrTbOVNm8+YysX2T6RWPwW9DiwsUN40E3iOh0JLUKoNd8DcV0O1AkMx6tHw+AT4cBrhR0Vk76awECH3WWPnPGloV3jtUlvvc5dYONCI11GNUfwgs/1j5G0OtIhjAO6msps/h1mPw01u/Q3lTGliNC/x2ksNxvETG2PKIp19c5C3bFFPDZE2ZIjZS49PcR3y+vRuOtpU877yP/c4xZOodfjf++MN0TRuMvmE4O1iYibxqF/FRdur0dE/7wekVYFws5T7hI3e6YU/592wU7LgXM/FDOZqRki1Sc1A9J9KTDZneHmZaH3PTVTdINNIkLaKY5sL7dx/ivzSDGbeOfyCXTOjVJHqZ2QiDbaLxh4jOjs3PsQXYu3mZ2+u0uc2455RHd9IwfdBEvfFa31Q0QJW0TFFvjoYjjigebC6SAiYV1GwZJ3GxxCEFJSRw3tzOGDivhp1V5+Wl3CplLRFOTwQUUcO6wLhw8qElHBQHxyECFx2sS5PSWVHKuFNy8dz+0fLeOR79bynx8UVES66FWH9OGOowNKN/YsC918w2wR1669Kxve+sdJw9haZuPqt0XTlO4d0nn2/DEiyumsEzrA3caKCF4w8nuBo0pkmqTn869ThlOYlcaGklqundLX3wF24y/NI69Nye4iJlgRMiaXHuzXm0VVhUOYFaEZSV4PKB7t73UQiL08/G+ukVEAtrLG72UV6eouijUXhpyEpaCX/z1nnb9hTCT2rfE7rd//TUiC/XVj5HElq2HO03Dwrb57M70OobacKpxgvc1eAp1UI01stEyFjMiTOm2BvDYJpEMYD/Rc+2r2wPrvxXO9tWmmFBGF87j1z9Y8NhCGnAiT/yLaAPebGrlm8ZG+MP4KUYfnrtd/koPwwvQJiCmSZpAezCnNL0C9Dgo/JlxrZZNJ/PbhthfjoutEJyZ2iiEl1fWc/8o86l1ePrhqIj0LZEvrRLPRfoOi+Ds7a1G5MLSJneyVwqkbeop+ZxBE9kL3ibD0fTj4FmNj9bDKp7EXLpI64kxxk16xRThCAVjMpkYpq2FZ8q6YIA1wLBuxYyG8doyodeszBRApsc+dP5o/N5fz08rdpKVaOHpYZ4Z1zfWPqyuDqu0w/srQ2y4aDNvmNLzMz0zlo6sPZPqy3dhdHk4cUezvElq6TkiCnPU2DD4h+Pq036FiC6TnY7WY+duxTUTH3U6RUZMTQS4ip4soeQiGo1pIa2VGcMr6Hu7PxgnEVS8mXyN1CQXh1AWWiQCs+FQ4T4OODT/Wl0ml2n29FrxesV2990qWTH8zGZfNX0oSibp9sPhtGHG2cOyMOoT5vfxZY3r3s+sY8bv2NtA9/sAbhHTIqs9FmUqckdcmgXQI44iuLqOgP0Jotoh6Mku6sUY0boc46X9xLVz0VeSxLluADmG9vtmknx8UJ4Cxl8IVv0S+KCQIdXV1cvYoCUgkO1XanFz46p/sq3Hw9uUTwgo/708kko32S+a/LDRAr/g17CRjm9hp8dviOjLhKuNjR54tOhvuXhI+jTEaVn0hIoBNHL1GDDrel47XwpqjBa8JhzaUQ1jQRzg/OxY0OIQgopET+hTQN0elMFg5wx6fM9VlROhtFw0W9Vj11Q2Nv6wWs2j80pSKLeIx3G/S5zC4ZVX42ryaXYAaWT/whCdDSyw4bcIBiVTaEgqvS9TZdR0deVlrLlQ3aUo0+ykxuRvJIfTRcCwpCty8XL9DmJohIoogHi06JxS1/0l3vbFO3iaTCCJoZSp6yeoo7ueMYjKJSL/TZswhLB6tz5k3iLw2CaRbHAcauoyGyxkNvGDrjRD2PVxcrKbeCzcsiLw8+MTsXeJEqb3WOwZ8dQo6ZqHWfQ+bfxPRq65jRHdOiaSdUetwc8nr89m0r46XLhzbuF5IIoknGQUi8rJmenz3Q1VhwSsigtG0+7Mehp4M/Y/016PHisrtoolbpDrL/J6iy6Ge1MFQuOyivX+PMPWT6fmiVm6Hzmu5RlquaBbXOZxDKLQD2bcm8vo0hzCvZ5htZkFu19BNZ0Do/kJkhzAtK/Q9T04X4YBE0hF02eGFQ4TT3Wjd2XDCf4NHD5vtR45fb1nDWavfqXtyNJm/3S+eK4pIY9WTqgp+gXkwFiHU7sWMCswDnPaKiLw+PV7IbhkhbP1TELbNg00z/FqLehlxZmTbS6JGRgjjgCEdwsPviazzpzH+CuM7Y7aImkPNwdNTe2hOFTOXAKe9rE8wVZt9ctlh2Qci7SeSXEUCkJZmoHOWJG4kgp3qHG4uee1Plu2o4plzR+sSkt6fSAQb7dcMPlFEVmY9Gbb1f6vbafufounWIbdHNz49v3GNdqzYNlc8Djgm8rL2SqGl1v9IXZ1bm7FriZiE7TEx/HLdxopSjiCpviHt1G2M+AtH8QHi3iJLx8RsxVYxmRBJQmjei6K75ogzQyzg64AervYeRB3cvOdFHVx+GCc0HClW0dStfFPj9z1u8TvqmWQ//r/Nl3PU6m8M43WT4vY5PLZyMQky+ER9clvdxvnvq5w2/dHoBomvenhqjLh3POohfWOHnCg0QUvXEuHu1I/HJYTs966AidfB0f/SN67cVw9p1HENFU1vIfLaJEiYCKGiKNcrirJAURSHoiivB/l8qqIoaxRFsSmK8quiKFGeKeKPrqqHtBzRonjwiULEXS+qCrP+B1/drG95c2pjh1DPxS0lTdQDABSP0neCS7GK1FRHDXx1E2ydGXlMApCSIudMkoF428nmFJHBRdsqefLsAzh6mEHt0P2AeNtov8dkFnVlOxfA7tBNpVrdTtmdYNINIpulJVTvFjfasWLEGXDzCn3Xs02/wvvnhv0dw6LVyEVKeS0eLerCaprrKYa0k608csQmu5NwyPU4XBVbwkcHNZa+K2o7Q9HrILji58gSWvYKWPg6lG1o/tmS9+D5yc1r+5qiKKKUpa608ftrpsODBQ0SGWExpzSvUXXWQqoOPUCAtGxMmsNTsxt++ae+iCwI/csj/ymejzxLRHz1YMnwSXKoULtPlBDpZdtcUbcK+mUnTCnCGQRjmoJGmx62MvLaJEgYhxDYBfwTeLXpB4qiFAKfAvcCHYAFwAdtunetQNhzdt/D4IaFoji8NMiJMRifXwv/HQE7FwmtHj2MOFO02NZERfU4hMNO87cKX/qBmO2MREqqcAgb0nySo8toXV1dvHdBooN42snu9HDp6/NZsKWc/541iuNG6GgosR8ij6UEYOTZYnJu4WshF2l1O+X3Eje7kSJO4ajZC/8ZBEveidluAUISQU+jmh6TxOPWWdFtx14OuT0i1+v3PgSm3he0lCOknZ4ZD1+HaUqmUbMX9q2NvNyxjwoHJRI5XYM6robRopa1QUTVq3aIDqp6Optn5Pu1czXqqwBVn8j7lllCJkNzPlVVOIR6I4SpWXjqfZJTWj2g3lrAQMZcDAecp2/ZnC5w13ZxnLvt+pvKAHxxPcz1yZvpHacofgkJI9uKJqreishrkyBhHEJVVT9VVfVzoCzIx6cCK1VV/UhV1XrgfmCkoiiJn3MYBE0IV9WTd/3uWfoveopJzAh5XPoPuMm3wpiLRHfRa2ZDfu/IY6Y9AKMvFM+/uE50iopEegeRzpBkXUYlknDYnR4ue2M+f24u54mzRnHCyOJ475JEEpr0fDj2MTjggvhsv2S1kB7wGIhcBCO7k6iDW/9jbParfDN8eBHsXaV/+x36wPZ50W3vsL/BTSE6aQZSNEhco0PJPTTFVi4iiuEawGh8eT18clnk5Qr762vCkt05vEP43V3w9umR16NJEdhKm39WX+kThtfR68Ca1zySqGkCRxK2B6jcJqKegdITt6yEiddGHguQloUS2BgGhKSTHn66X2gRgug47zBYa+f1ikl+PeU8GoEOnd4IYaPxRoTpffenJz1rfDuSViNZ7sqHAg1nT1VV64CNvveTjgYdwnAL7VwIrx0rHDyjshNel3/WJhIel8g3t+ZCp6H6hUxVVWjjeV36ZuvOeA0u+jJ5hOl9pKYa0NaRxI142Kne5eGKNxcwZ1MZj585kpNGdW3zfUgm5LGUIIy+IOwNfqva6c8X4f3zjaWyhaLfVJEJ07TxRzRs/l1MbOq91oJI59STHRMKva3ua/YGTXEMaietZq4wgnA7CKexYmv4VCVHDcx/RTjMkcjuItI9Q9lj39rmun7BsOaKlMJgy9ZXNYi+R6THxOaNdRw1gKKvMYwWwdaifIoCOcX6G8MMOBpPvyPFcy11VG9zmPoqKF0vnj8zHn5+QN84gE8uh8VviudGonaaQ9fvCH33dBra/4/RbVkyjTmsrYi8NgmSJXE2C9jX5L0qIGjcX1GUK4ErAbp160Z9fT1OpxOnU6RFZmZm4na7cTgcDa+9Xi92n2ZMRoY4aG02cRCnp6djMpkawsppaWmkpKQ0vE5NTSU1NZXa2tqG12lpadTW1qKqKhaLhbS0NGw2G16vlzqX2rD+0tJSTCYTGRkZ1NfX43a7MZlMZNWUkupLR7HVOzA7HDgcjobvkJWV1ew7mT1eUtwu3PV2UjBhr6uL+J3M756G4rLhPPLfWHbNp7rvSWBJD/udcj4+A1Iz8Zz2OlagzunBVVmJ1Wpt+I7BvlNGRgbO6ipygNq6Oiw6vlM87ZSSkoKiKJSXl4f9Tg6HA5fLhaIoZGVlJfx30mOnZPtObW0nUtK4/oPlzNtcwX3H9OHIAfnY7XZppzDfyePxkJqa2q6+U7LayVq+BteGX7GPuqzt7ORykrFqOu7uB+N1q3idka9P4b6Ttcs4Ur1PUbnqV0y9D26RnbI2ziTNmk+1pROu0lJd3ym3cAiWFR9Ttn0tanqBbjvZd6wg+9e7cE65F1P38RH/95QPL0Gpr8J2/jcR7ZRVsp5UoIJc1PLysHayphaR5aimpmQrDnNW0P+9rNrNWL++leqjn8HZLzusndKULLIUE46ybdSmFDT7TnlVu1FzivE6HBHtZMkswllbjd33HTQ75VTvIyUth5qqqsj/eyOuFt/Jbm/4TpmVe7GmZmGz2yPayVmvkgvYKvag5NuxlW7Duvxd1MEnktJlaORzRL/TqK+vJ6Oykoy6ClKB8lonNPlOwY6nXFMaZmcdZaWlFDhteEyp2KqrdZ0jCtZ8jducgTL8HOrSe+AqLdV1PGWZUvEUT6Dq6BdItTtJ8yq6jqesHpOxbJ+Js2AI9spKfeeIvFFk3bZJ2Km0tM3Oe6HOEfX19Xi93qQ8lxs974WjTRxCRVFmAKFUK2epqnpwhFXUAk1j/DlATbCFVVV9EXgRYOzYsarVasVqbT57kZ3d2J/MzGwczteMpdFUp6Tp66bbaNq5SPs8xeb0jc9opCPUaHyl/3lGZjakpYVcn/+NTMBLakFPcNWRmZkZ8TuRlgEeG5Z9S+CnuykcfW6jGbCg3ynVCnix+CZTM3M6QF5e0OUbXi94FXYswHrC/+C6+WRlFen7TsTPTgClpaXNtJ5Cfkcd69OI53eK5nWif6e2tFN1vYtLX5vPom0VPHbGSE4L0O6Sdgq9D6WlpQQ7Fyfzd4r2ddy/0+IZpM58mMxx50NuYaPPW81OZavAVoJ5xCng27cWfae+kwHIq14NOcfq2oeQr8vXQPEocn3XMV3facz5MPR4Cgr6NYosRvxOrt2waz6WzGxIT4/4v0eXYbDkHXJzckBRwttppUjZzO81oqHWLaSdug8DINtVSnanXo2WafjfKxdNRnK6DoSA82tQOx14KRx0BVaTmab/zVarFerLoMdYfdf9W1eSriikN/286wjo0J3c3MZRQt3H06BpkNdZ171ReifRDTXD5BJ2Mtvhz/9Cn/FgHaPr/7+0ZA95eXkw6iwYdAwdrLkNzVfC/m+m54DbTmFeDnhdpKTnkpPTPM016DnCkoElJQVOfpKmsdSwx1NqOqb6qkbXUV3H0yVfiGV9f+GWj/t5L8Q+lJaWCjsFWT7hz+U69iHYPgWjTfL2VFWdoqqqEuIvkjMIsBJoECxSFCUT6Ot7P+nQdAjDpowGpq7oTa/sdTCMuwxOfgbOeF3fGFOKSP3UmsroSTXVZCcatAt11CvuXQVrvxHLdhwg2lNLJElGRZ2T816ax5LtlTx97uhGzqBEkjQMOw1QYeWnbbfNDT8CCgw4Kjbry+gAZ74JI85q2XrcDpGSaVQTMbuT6EhqJM0UoMyXCljQT9/yHfqIZiZNO2YGo+dBcPi9+hqfaPIPVdtDL1O9Szzm6GiUlZIa+rfwesT+65G5gNCNfQ6/G457TN86FrwKj/YXJTEag4+Hw+7SN96aKzQdtQ7smmaeXh3CX/9FwXNDREql2QKZBfo7cWoyE1rarF7ZCfBpGNqNawNOvVfclz09ztg4r0ek4no9xsZJEo6EKeRSFCVFURQrYAbMiqJYFUXRjp7PgGGKopzmW+bvwDJVVXX28E0wGnTpwxywiu/EetDNMFxHITbAoOPgiPuN7YvJ3Ngh1C1M7xTF39fMhiEnRx6jSVXYK2H20/q6myUAMrc8OWgLO5XU1HP2i3NZu7eGFy8cw7HDZTdRI8hjKYEo6CskD5Z/3OyjVrPTjvlCpkhvDZYehpwUWeg8EnX7oNMQoflnlOUfCykEI5RugKzO+rusdugjHpto6gW1U48JcMhf9K03vxec+pLQvAtFzW4xIa3HkXM7YfotsOabIJ/Vw6Bjm9f0hWLBq0KeqiWoXqgradxYxlauv+Y0vyfctQ2GnSpea41d9HYZtaSjqB6xvQ0/wU8P6HfSCgcIWRaHLwlOb+2hb7vsXAAPdoDV0/WPKz5AyIvoqfMM5Ilh8HA3MeGfpMhrkyBhHELgHsAO3Amc73t+D4CqqvuA04CHgApgAnB2fHaz5ejpak1aFnQZJU4KejqGgZjJctTA9Fvhh3v0jTGl+DqT+or8dekQpoqTv9kiGtFkFugYkyYuCrYy+OFuvw5TgiMFS5OD1rbTrko7Z70wl+0VNl6/eByHD9I50y1pQB5LCcaw02H3Eijb2OjtVrPTuR/COWF06qLBVi6ch8owUa5I5HaDq36HwScYH7v0PZhrsFNi2Xp9TV80Ovg6fzdxCIPaae9KMemqh9RMITsVzqGu3gWZRfruC8wWWPIubAsieZWaCWe9LcTP9VCyGlZ+1vz9p8fBb4/oW4c1TzzWV/rfe/tU+CDKDrsNEUKdOoRaJNFZK5oWzXlG580fwnk++x0RhT7yn9BtvP79zO0O5jThEOuZ4NfYtUT85kaawwDU+KLIRsclEPLaJEgYh1BV1fuDpJPeH/D5T6qqDlJVNd2XgrolfnvbBnQeDpf9CNU7ml2wQ/LHf8RMzc6F+oRXQVwEx1wsIn6KWV/6y8BjxYXEVg7zXmx2oQqKORVUT0B3ueTQIdSKdyWJTWvaaWtZHWc8P4fSGgdvXTaeSf10toCXNEIeSwnGkBOFHFCT83er2clkjqy7Z5TaEhGVilYPsKV0HASl64yly+X3FqmdesnrCae+LEpCAmhmJ68XXpwCf+jQDNTYtQS2hZHOOOohuERn5EdRhPNY27T/XxRkFIrInpauCeL7lW3wZzNFQnMIAx1kR40+DUKNz6+FBa/5x4IhHcKGcU6bsSifhjUXJt0AnYfpH3PBp3D0w+K53q7xAIveELqNRiUntI6kRpzPBENemwQJ4xDuTzTITkTKHnDWwkcXw/of9K1Yc+Y0504Pw0+HA68VJ50bF+kbM+pcoY1UvRO+vR32rIg8JqNAXNi0k7nembI4o0srUhJ3WstOK3ZWcdpzs7E53bx35UTG9Ixhutt+hjyWEoy8HnD7Bug/rdHbrWKnWU/qz1oxQkE/EZnYszz6dbx1Cnx7Z3RjOw4UmS+V2/SPOe0l/XVsIDJyRpwBed0bvd3MTnX7xPVVqw3Uww/3wI9/D/25NVekF+slsyC4fuCar+GRPlCis8pHSyu2BQjLO2tE1Etz9CKh9SkIjBDWV+tP1QXY8LOYYAeh3fnXzSLdVw9pARFCl82YKP2mGeL32jJLyE8YlVZx++omjchHaBE+o5E+TVsxiSOE8tokkA5hHGgQpg/XVqZ0PTw/2TfAgA4hiJOBXh1CRy3UlYmTp97UVLdTjPMYaCoz/gq4eZnQF4Kk0SG0WHR8N0ncaQ07zd5QytkvziUtxczH10xiWFed+leSoMhjKQExmX2ast6Gt1rFTis+bplmXyjMKUKgfs+y6MarKuxY6G+QZpSOg8XjvlZuZ7BnhahDC6CZnbTUvZxi/evNKfY3jgnG7KeEU6SXjMLgzW9sZeJPrzB7pi8LI9C51GoB9eoQZneBoaf6he5BCNPrEaXXSMv2RwbNKcJR1asfWTgQx9irRRTeWaf/u4O4P7KVCZs/PdZYic1vj8CnV4rnRiKEWmSwyQRRRBocwuRNu5TXJkFy3JW3M3TFxtwOkS4K+k9AmmPmdugf88Pd8NyBsP5HmPucvjHf3Qn/G2nMIdRoEKZPjgihzC1PDmJtp+nLdnHRa3/SNS+dT66ZRN+OOtOEJCGRx1ICUrkNnjwAVvnrtWJuJ0etcGh6TIztejU6DxcRwmhm+WtLwFElmnhEgxY9q9qhb/nlH8N/h+tfXmPOM/DljY3eamanmj3i0Uhabk6xaBwTMCHQiBn/18wRDb++LsHLTrRIX3q+vvVkFolIZ2DKqFGHMLcrnPGav1mQ2ykmy406hFrt4Kov4deH9Y/tOAD1iAdEZNdlMGVUiybW+dJvjXQZ3bdGpH6Ov0r8jnrRInxT79M/BmCkr51HrNPB2xB5bRJIhzCOhL1+BUbQjEYIC/r6O5PpGeN1w+qvYOYTBsa4/LOqJh0O4brv4Y0TxGzdLaugf4xaj7cymmCoJLGJpZ1en7WZG95bzAHd8/nwqgPpnJu8qTCJhDyWEpCcruJGe+13DW/F3E47F4r68e6t6BDaK4RjY5TSdeLRSJOXQDI6wF07RAaMHiq2CCc8Q0cjtkByu4rvpzV/I4idtEhftoEIYXaxuI4HS/N0O4UzlG4gTf7Ep+CKX5q/b68QNWZ6o2S9DoKbl4uutBop6SLipzeTqRmq6MLeJ5QkdhDSsvwRwg0/wcLX9I/1erFX7BHpnud+CJfqLP0Bv/Oodfw0El1MSRfH9bGPiKY0usf5nCK3Q/8YgMP+BvdXJbVDKK9NAukQxgEtOKZbh1CvzlHXsXDonXD2ezDtQX1jNIfQ69Hn2IGICHo9ARFCHcXEtXtFpy2PU1zcoimwjgPeUDOnkoQiFnZSVZVHv1/D/V+tYtrgTrx52XhyM2QqSayQx1ICYjKLFLENPzVEiWJup+3zACU6WQc9jDgT7thiLFVSo8EhjDJCCMaalFTtEM6gxUBtF4gbfNXbyOltZqfehwqHLMtAVEhzGGr3Nv/M7ovqZeiM6oXDXiGigy3JDCrsJyJ+XXRKVwA8Pshfu5qSBgffAt0NdOzM6+F3iJ21+jUIAaq2k//CSFjxifjeKQaarmj/H9FECC3pYpLH7TAWNR9xlriX++wq/WPaCfLaJJAOYRxoEKYPGyH0OYHjr4IBx+hbcbcxolhdbxcs8AvTe93600xNZuEM9pgINy1tPIsXCs1prNoBM/4taiSTgJQUnbWYkrjSUju5PF7u+GQZz/y6kXPG9+DZ80ZjtRgUnJaERR5LCUqfw8TNf8lKoBXsZE6FflP9TT5ijTVXfypiU3KKYfCJxqJqTVn+MXytU/uvakd0uom5voYy1Tsb3mpmp8J+MPpC/RPIILqdXvy16HzalIY0TwMRwq2z4Z0zobpJtLbbWOG468VZB2+eLJyplqCq/i6jThuUbzYWATvpGTjXJ5XiqDV2b9UgO1EHP/8DFr+jf6w1D4af6Y8kG0o3tQrn9Z9F/uYyesgphg4GGgi1I+S1SSAdwjiga5IsNQN6HgwDj4asjvpW7LKLOoK3ThW5/3rQnDvVo78RjckiHEhLukjf0DPbqa27ajvM+FfSOIRWq0wXTAZaYqcqu4uLX/uTDxfs4Map/fnXKcNIMctTY6yRx1KC0tvXvGzz70Ar2Ongm+H8Ft7YR2LOM/DnS8bHDTwGznpL/2RoMPauFKmEAemcIane6XfujJDbVTwG1B42s9P2P2HfWmPrzSwUchbBHB17hXjMMOAQ1lfB+u/9DW40Rl8o9PT0Yk6DTb9C6Qb/e3Ofg4e7Nxaaj0RgU5idC+DJUb6IdRQ4a/VrEII/zdNZJ/QZtwbRZwxFep7oRnv4vXDcf4xFJnO0CQfFWOfP8s2wb7V+WY92hLw2CeRdTxwJ22U0pxjOeReqdooDVQ8rPoHHB8LGn/UXrfebBoffLRw8vbWKvSfDIbeLFtJ/PC66lEZCixBqs3NJ0mVU5pYnB9HaaXu5jdOfm828TeU8evoIbp02oKELsCS2yGMpQcntBgfdBJ1FKl5M7dRW7dzX/yBE4o1itJ1/MDr0FtfPqu2Rl+1zGPQ9PIpt9IFLvhORVh/N7PTVTfDTA8bW6/WICGewDrA9J8Gd26DHJP3ry/B1B216T6DHWQ7EnCKcr0DJCHuFcO6MOGXWHNFZFAJ0BA2MX/IevH68+D922Y1FCFPSUBWzcAhdBruManQeBuMuMxb1nXg1TLhGfE8j17LdS8Sj0RrCdoC8NgmS4668nRLxWlmzF768Hnbp1AcMdLL0nkB6TxY3Ayc+DZf/qG9MnykiNXXPcvj5QX+tQTjS86HTMP8+JolDKHPLk4No7LRkeyWnPDuLvdX1vHnpeM4YG8XMvUQ38lhKYKY92BApjKmdVn4Gjw/WP6kZLQX9hGi5EQfUVQ//KobZT7ds21qTEz1ahEf/S9zgGyUlDXoe2Cg1tpmdavcaayIC4jr8+TWw8tMgnykiHddI7VumL8WxaZOa/42A6bcY2zdrbuNoYH2V6BBqJJqbliO0B8H/aKTLaM0u2PKHcJKu+AXOMpD2qSiolgzhEEYjTP9IH/jgfH06z01x1hp3QPscBuMuFxH9/Qx5bRIkx115O0PXpE1tCTwzzjdAp5mi6Uxqr4TyTeLkobcOw1knagQ8vpkkPbITvSfDNbP8xftJ4hCaWpJKJGkzjNrpuxW7OfvFOaSnmvn02klM6lfYSnsm0ZDHUgLj9ULJaqgtia2ddi8VjTFyusZuncEo6CccBpuObBWNqu2iUUumzpKMUGjfLaC+Lyged2h5Bz2s/RbWfNPwspGdvF4RQTPavVRRhDRBMO3A9T8J0XqvR//6tO03tYOt3LiDEswhTDeoBTvoOPEH/gihXtkK8DuPjhrxW5mN1ZrVj79RTKB7XcaE6QFQRPf3dw3UXoLo6L74LXGfZoT0PDjucbG/+xny2iSQv0IcUPQoEaoBFw69zl2jCKHOE9eCV4UO1YJX9NdgLHgN/jPIX2OgtzspBOgQ6h8STzIykqMb6v6OXjupqsqLv2/kmncWMbhLDp9dexD9igykEEmiRh5LCUzNLnh2Iqz4NLZ22r0UOg0xFmWKhgKfbETZhvDLBVK5VTzmtTAzIKermEyNlH668RfR6CNYeqYeZj8thOJ9NLJTfaW4thppAKORWSgmoJuy+TeY+7yxydu0HJHeGli75rKD22688U+XEY2lDOyVxpw5EHIgk28Vzx0+59JIyqi2rLNGpOSunm5o86aDbxSR3dRsY+mm4O8saqTDKPidaE0fUBIReW0SyNY6cUQNl94S6ATqTf/UTtwd+ogZUz1ojuPyj0UxsR49JW2MdgHUIzuxdyV8eQMc9S9Rl2D0JBcn6uvrZcFxEqDHTk63l/u+XMF7f27nuOFdePzMkbKTaBsij6UEJrebcGx2/En9oLNjYydVFXVJg09o+boiUdBXNN4IFukKhZbimdejZdu2WIXsRSSqtotIUZbBtE6NrCLhYPtodDxF0wBGI7Mj1AVxCO3lYn1G6tAUBW5c3GQ9leLRqEN4yvONX/c93C8SrxdVFemeFiv0nQppuX69PT1ozVzqq2Dh65DdBQYfr3u4o3wn1qx0+JvOng6Ntp3R+FEvWpO/0Rca3+Z+irw2CaRDGAcadAh1C9PrnKHrPEJ08hp1nv4LQ6Bzp/dEqaVNuGyNX4fDVS8Eiuurjc/yxRG322AxvCQuRLJTaa2Da95eyPwtFVw7pS9/OXIgJlOShKnbCfJYSnC6jYPt82Nnp6rtwlHpMjI26wtHfi8hEG/EeancLq5/2V1abbcaUbVDbM+ITmAg2Z1hvb/Ov5GdsjqJTq5FQ42vN6sISlY1f99WEV3EsSlaj4FopUE0JlxpfMxvj4iu5n8vh66jxZ8RsorEfZXTd69jpNsnkDH9GrBY4JKvjW0XAiKEBlNNtahm2UboPNz4dvdD5LVJIFNG44B2ydJV/j7mEqEVpIeOA2DSDcZmCTWH0O3Qn5qqjTngArh9o5h1i4RWZ1i6TgjFlm3Uv49xROaWJwfh7LRyVxUnPT2LZTuq+N/Zo/jr0YOkMxgH5LGU4HSfAFXbMNv2xWiFCky4Wv/1q0WbUoyLnvc4ECb/xVgHx1DMfho+uTz8MjV7hOMW7fayikTqoq82rNHxlJYF/Y6AnCic2yl3CS3CpmgRQqN8eydMvzVg33LgwOuh42Bj65n7PLx8hP+1q95411otTdNRLSQsjN53dB8PV//hbxxkMO1TTc2EPcvg40uNN4cZdpp4NBoh7ObrPfGpjmwvCSCvTRryV4gDutrap6QKQfoBR4nWyXpw1IqT3n9HwJxn9Y3Ronseh/4LlVYzaDKL+gM9B5OWVlqxWdRBVO8Kv3yCIHPLk4NQdvp62W5Oe242XlXl46sncdKoVm5uIQmJPJYSnO7jAcgsXxmb9eV1h2P+DUUGHYFomf00fH6t/uUHHCm6ZceCqu2w9rvwy9SVRB8dBH+qqa/er9HxVLYRVn0pnCaj5HUX0hlNcdZFF9Ur3yQ0/wLXf9RDUDTI2HrsFbBjvr+pzSN9xGSyEQKbwnx3p3DMokFLVTUYITSnZwtndMUnjSU09DDperjwS9EF3gipmXDO+3CZzq7xEnlt8iEdwjgSdrIrLRuO/w9UbBGpLXrYNAOeHiOK5fWefHocCMc+JtIT9DqExQfAtH/ArsVC90jPrJ0WIXT7LlhJ0mXU4dj/NHmSkaZ28npVHv9hLde9u4ihxbl8cf1BDO+WPKnK7RF5LCU4nUfAuR9h7zIuNuur3g3uNhS5rthirOlHxZbYaa7ldBXRu3Ci6YOOF+Uc0TLoOLh5eYOwfaPjae238OEF/uurEUo3wKwnRSfQQK7+A05/zfj60vP9NY0gHEtHjfHonlZa4qgGj0to+RmRjAD/ZHp9tdgHIw1lQPwmL06Bpe+LTCiD5S4ec7r/hUFnElUV6da9DzE2DmDgMVA8yvi4/RR5bRIkx115O8OfMhrhBFm+WcxqletMc4hGdqJosGgkc+VvcN7H+sZ0GgIH3Sgaxcx8Ql+qTmqmSEmy5jXf1wTG5XLFexckOgi0U63DzVVvL+SpXzZw5thuvHvFBIqyZcF4vJHHUoKTkgoDjsRljkJAOxjvngnvnxObdekht5voJBnOKdNwO+B/I8X1KxZo3TBr9oZeZuwl+pq2hcKaKxrg+LJ6Gh1P9nJxzY+mPn/fGvjxXhHlbIpBmQXA5xBW+l/Pfxke7ma8IUx6nni0V/o1BLX39KI5gI4a4Vga/X3MFjHxnZ4Pd22D/tMMDfeYA647Rp3R7/8G/+6ZNNlUyYy8NgmS4668naGrqYy9El4/Vhuhc8VRCNPbK2H3MvC69ekJgpjxK10vCq31yltkd4bLfhCdwpruawKjK71XEnc0O23aV8upz87ilzUl3HfCEP592gjSUmQn0URAHktJQMlq0pe+Zjya0xSvR9SLFw6MzX7pQZOPqIqgBwiiwQs0RNtaTEM6ZwiHUFWFs+hpQfMKVz388Thsmws0OZ5sZcY7gmpoaaGBUT1HLXx6JWz+Pbr1aVE9EPcYitl4hExz3uqr/BlPRh26Dn3h4Fsgu5MvQmgwwmjJBBS/hqFBnP2OgU7DxAuj29buxxa/E9W2JfqR1yZBctyVtzP0/fNFcUGOxiHc+DO8MFlIQix8Q9+YTb/B02Nh7wrjBfLajUaSHIBZWQYvYpK4kJWVxXcr9nDi07MorXXyxiXjueSg3vJEn0DIYykJ2PwHmX/8s+VRicqtIn3RaN1YS9Ccu2CRrqZoy7RUcqJh292gU5iOjvYKeHwA/Pli9NswmeHnB8X1lybHk608+o6gwRxCWyks+8AvzWGEgr6iFEWTpaqvEpE9o+finK4iXdJsCXAI84ytI78nHHG/kOKqrzYepTOZhCO79hv46GKoNdZwyTrgMBh7KWQWGdch1Bxoo5FViWHktUkgZSfiSHiXL+DkqfdEqjmEGYViZkwPDTqEH4oL+JiLIo9pqAd06I8Q1lfBy9Pg4Jvh7xVJ4xA6HA7S0gzoFknaHLfHy7+/W8Orc3Ywsnsez503muK89MgDJW2KPJaSAE0iYs8yyG1BA6aSNeLRaGfJlpDbHToO0hfd1BzenOLYbLugL1wzM/TndT5HoiVNZcwWUcdmKwOaHE/2iug6goLfIQysIdSeR+NkDj9d/GnUV0aXylo8Ci76Sjyv2CoifYX9ja1DVcVvY7bASU9FNwGQli0mv/eugGMeNTTUUVNOWtcxcNNSvz6gXkZfJGRGWpJmLNGFvDYJpEMYT8IK0wc6TDqdp6JBcPwTonhd74XHFJAmqte506KC7nr9tYooULpWXMySqMWv09mGTREkhimtdXDDu4uZs6mM8yb04O8nDJEpogmKPJaSgE5DUVFQdi8VjSmiZZ/mELZhymhOF7hunr5ltdROrfavtfF1BiWzY8vWk9GhwSFsdDyd8L/oG+QEixC2ROi+KfVVxiN7TdEifUZx2eGR3mLswbdEt+1eB8Hqr8T9jlHHdvPv8PWVcPkv0G2MsbHZneBy2Sm0LZDXJkHy3Jm3MxR0JoVOuMavKxOJ3G4iPcHILGRgyqdR2YlpD8Dt63WO8Tmbu5fCVzfr75wqkYRg0bYKjn9yJou2VXD/0X146JTh0hmUSFpCWhaevN6irrwl9D1cRFP0Sia1NX0Og6P/LZqdxYoPzofv/hb8s7pYOYQFfqH3QAr6imZv0WCxwi0rhVaghuYQRiM7sW8dPDMBNv4iXo88J7ool9MG/xsFf74kavhs5cZrWy3p4t6jZi9s/NVwyicAp70M4y4XndhTUg0N9Wb47P3lDca3K5G0MdIhjBMRMybNqTD8DHFhtejskOiogfU/wUNdYMm7OncksO5Qb4TQt5zqhRSdYXbN2SzfDAtfa5jlTHRkbnnioaoqb83dylkvzMGSovDptZM4e2IQHS1JQiGPpeRA6TRENIRpCcWjYMKVMdkfQ3x7B3yoo+yheBRMvDq2267ZI9IKg1Ebg5RRaBQhbDieVFU4TS1x4nO7Nb7P8LhENCyalFGzRUSIa/aI18NPh1HnGl+PJV3UMNbshvmviEify2ZsHYriT/l862TYEkWTHBCNcaKIclqLfNelkhhpe0paBXltEkiHMI6EneyypMPh94iImt5o2q4l8M5p4qSpN32k01A4+XlRm2DWOfvVoY9ITd29DH75p74xmhPp9XUeS5IuozKVILGoc7i57cOl3Pv5Cib378j06ycztDhX2ikJkDZKDmyH/ROumdWylWyZ6U+TbEvslbBjQcTF2LPc32k0VmR1Cv2du48X1/NoG79onPYKXPYTEHA8Oevgm7/4I3LRsOhN8acx6hy4cxtkRRHRbJqCWr5JnxRIUxTFr2lYXyXuISxRCIin5UD1Tv9zo3x7Byx5W0RhDeK0+FJMo0l3lbQZ8tokSI678naISBmNkP5QsQV+/ae+rmkQXZfRnGJx8r9rG5z4pL4x2Z1Eamrpeljynv596zvV3wlOOoQSg6zeXc2JT8/k8yU7uXXaAF6+cCy5GSJ9Wdop8ZE2Sg4cKdn6Mz+C4ayD149r7GC0FXndoWZXZHmHDy+CH+6J7bazOoWWneg6Gg65veX189achrTFhuNJSyFtSb3f8o9iJ2+QliOu7/YKMev9zAT44z/RravBIawUEbpomtFZc/zOfzQOoccl9uPi6YaHOt1euL8q+vpFSZsgr02C5Lgrb48oSvgIobMO3jzJ4DqjEKavr4KtcxoLyUbCZRdirbZS/Rc4RYELPhVpsE33VSIJg6qqvDtvGyc/M4uaejfvXD6RG6f2x2RKjk61EkkyoTiq4ds7YfMf0a2gfLN47NAndjull+wuopShLkKtWG0JZMW4oUxGgXBcvJ7mn5VtDC9ar5ets+HrvwhNQg2tI2hGQfTrTc9vXJv4x+Pwze3RrctkEs6brVzcK3ic0XUZbdgvX4Qw2nVMvBYGHSeeG5WdANFt114h7skkknaMvCuPE8Z++CiE6fU6XLuXwWtHwyvTYOkH+saUb4IXp4gibd1dRgP2y5JhXL8wTmRmxrDpgMQwNfUubnx/CX/7bDnje3fgm5smc2Df5jc+0k6Jj7RRcpCRkw9/vhCdKDmI6wPEySH0OXm1e0Iv46wDZ43IdIklRYOh3zTRjbIpn14Bn8egZnHfWpj/EtjL/ceTVo/fknRUzfHS2DobdsyPfn0DjoaCfv5U0fS86NbT93DRVM9eGb1DOOpc6DNFPI+myZG23QWvGh4qz3nJgbSTQMpOxAkVAzqEetGcLGuuaNOsB81xLF0non4jz9I/xusy5tg9PQ6GnQ5379Y/Js643RFSjyStxoqdVVz/7iK2V9i5/aiBXHNo35BRQWmnxEfaKDlwkwL5vf3SEUZpcAjj0Ogpv5coTQjXIE1rdpIVY4dw2KniLxh1pfq1gcOhpYXaynBn+qJdsZCISO/gT/FUlJYJ3QOc8px4LFktHqOVnTjsLvG48jNwR5nWZ68UpSrnfBBdl9ciX/fWfOP/z/KclxxIOwmkQxgnFMVAB2W9efP5veHUl6HXwUKTSde6o6g71KKCqgopOjuggrgQB85CJgEOh4Ps7CjSTCRRo6oqb87ZykNfr6ZDZirvXzmRcb3C35xIOyU+0kbJgcPhILtosIhGRUP5JsgojD6i0xI6DRWlCeHQGr/E2iEMh70yNpp+WlqorRxHShdxPA08Fm5Y5K/Pj4b0fPC6Radya45IH42iiUoztAhhS/8Xhp4S/dg5z8Dvj8K9pWCO4pa35yT4y/qoOsTKc15yIO0kkCmjcSJiUxnNCTzoZuiqU9A0swBGnKHfGYToZCe0Mae+ZKwbnckMW2fCJ5fHpp5C0u6osrm45u1F3PflSg7qV8A3N02O6AxKJJIYU9gfyjdGbs4SjEk3wGkvxX6fYkVhfzj9NegyMrbr3bcWHh8Ma79r/L7HDY6q6DT9mpLujxA2kJohnDeDGnmNmHAV3FvmT6m0VbQsQvj93fD8ZMjrCcc+JtJpo2H2U/BQsYg02oLoL+ohqwhQYe3X0Y1vWIdE0r6RDmGcUCJF/RQzjLkYek0Wuj56cNSKPPf7c2Hl5/rGRCNMr+27GqR4Puw4M5RtEh3NnLXGxsYJmVvedszdVMYx//udn1bv5W/HDuKVi8bRIVPfTY60U+IjbZQcZGZmivTG9A6icZhRCvuL2q948cIhoQXiATILRWpnZmFst2vJEB1O65pITzTU0cXAIcwoEBOyzlr/8bT2W6FD2BJS0vzRM69XNFLRW3YSDK8bKraKyenxV4hu5tFgsoCrDp6dCLN1dkFvipYm+snl0Y1vAfKclxxIOwmkQxhPwqWMpqTCgTfAlj/06xBWbIbpvvbGep21Dn3grLfF81Sd4pxZnURq6s6FMOPf+saAiEAmmQ6h1+uN9y60e1weL49+v4ZzXppLaoqJT66ZxJWHhK4XDIa0U+IjbZQceL1eOOB8uH29v0mL/sGw5F3RVTNeuJ1QuTX053uWC53EWNOQzlnW+H2LFU561t/YpCVkFYlI3ugL/cfT8o9FWmRLqNwO028Vv43JBNfOgQOvi3596fkiKlq5Xawz2mM/0InOjDJKp/3ug0+MbnwLkOe85EDaSZAcd+XtEAXwhisiVFVRizHrv/4i+IgrDTSnzpvpjA4w+AShlTP5Vn1j0rJEamrZBlj/g74xAAOPgc4jfLuXHJIBdrs93rvQrtlcWsfpz83mmV83csaYbnx942RGds8zvB5pp8RH2ig5sNvt0Z+fbaXw+TUtE0lvKVlFofUAAeY93zrRotQMSElv7hCmZsIB50HHgS3fhqI0SD01HE/28pbXJ7pssOCV6OtGm6I5crOfgucPFlIgUa0nz/882rTN9Dy4fROc+FR041uAPOclB9JOAukQxgmLWRGipaHwuOBdTbMvGtkJnWPqq2H9j8Zq+twOoVFVtdNYl9ET/gtjL/Htn/zX259RVZUP52/nuCf/YHNpHc+cO5pHTh9JZprscyWRJASfXA5znzc2psqXzZLbLfb7o5fszuGvZy2tjwtHRkHzWre6Utg+X2jyxYKf/wFznvW/bmlHUPA7cLZy2L0UXjlSPEa9Pt/+VGwWmUfRNHMJXA9E1yG0YWyBcNglEklI5F15nEhNMeP0xDhMHY0OYeVWeOd0eHwArPpS3xhbObxxPJSu1d+IRiPFKlI/jI6LExkZ8iISa6psLq5/dzF//WQZI7rl8t3Nh3DcCAONkIIg7ZT4SBslBw122r0UthpoGgZQtUM85nSN7U4ZIaOweZQukFhE1EIx9GToMqrxext/gVeOEBOosWDTr7DhR7+dYvF9NIfQXi72c/s88BrsERBIYT8YcbZwgqOVnADRLMfsqyNPwsYu8pyXHEg7CZLjrrwdkpZiwhEuQtgowmcwQpiaLbp7GRkDoquc0TFGIn0vTYXCAaI2RbJfMndTGbd8sIR9NQ7+evRAMTOcnwAAUbpJREFUrjqkL2YDtYISiaSNyO8lIjxG0JyeeEYIu48HR7VwaIJlsNjKY5O+GYyjHmr+nia1FIumMiCiZnX7/K9jEfE0WyAtR/w2dl+EsyVOZvEBcOoL8N65LZOcyOgANy2DlZ/GRsdRIpGERDqEcSLFRPiU0UAnUO/9cnYXOOd90U5bb1cvJeCCqde5C7zIGjnZO+vAWaN/+QTAZrPJ2aMY4HB7eOLH9bzw+0Z6FWTyyTWToqoVDIW0U+IjbZQcNNgpvzdsneMXK9dD1Q6wZMbO+YmGoSeLv1C0ZoQQmv9emkMYK13GjAIoXeu3021roq/RCySrSDR901JeY5FWW7sHslqQ6gmiU2lLGtzEEXnOSw6knQTSIYwTqZFqCDUOvQO6HKBvpWlZMOBocUHSexGPphGNNuaYR4R+kV5MKaJF9nvnwMnPNS4Yl7RbVu2q5tYPl7BmTw1nj+vOvccPkbWCEkmi06G3mMCzlemXaJh8G4w6J/5Nw7RroCnIJOfZ78bOOWvKj/fBojfhjoDIqr1CRN+iraNrSkaHxnWKaTq7g0fi+gXCbj/dL67VaS0Q6rZXwuODRIfPidfEZv8kEkmrImsI40SaJSV8DaFiggOvhx4Tg1/UguG0wYz/gwfzheOlB1MUEULtYm+0xsBkFvpEa79pWX1CG5Kenh7vXUha3B4vz/y6gZOemUlZnZNXLx7L/502olWcQWmnxEfaKDlosFPHQSL1T9PR00NmAXQe3jo7ppcdC+AfhaLWLhjdx7deyqglQ0QgPS7/e/aK2E5+ZncGay7pqSkiRfe7v8WmO6h2Xc8sEvrHLXHq07LBXS/+F/oc2vJ9S1LkOS85kHYSSIcwTqSlmMJHCE0mGHkOrPlavw6hrRR++z/xXO/JPLsLnPmWaPZizdE3JjVLpKZumQkz/6tvDDR2PvU6uXHGlCT7mWhs2lfLGS/M4dHv13Lk0M78cPMhHD6oU6ttT9op8ZE2Sg4a7NT3MLhyhmjsoZfZT8G2ea2yX7pJyxETj8Eay9grYen7sWvw0hQtFVVLEwWYeC0c90TstnHQTXDrKkyWNFHjOfcZqNnd8vUufAO+ugkOvBYu/Lxl6zKZRWrr3Gehdl/k5dsp8pyXHEg7CeSvECfMiho5ZXTvSpj/cviOaYFEk/6ZmgFDToR79sLoC/WNMVuEpmD5Jti5QN8YEGOyi4Psa+JSV1cX711IKrxelTdmb+HYJ/9g0746njznAJ45dzT5mamtul1pp8RH2ig5iNpObif8cE/oyFxboaW3Brtulm+Cz66CPctaZ9uaQxi47eJR0P+ImG+qrq7OnzqaUdDyFZasghWftnw9GvVV4Kw13pioHSHPecmBtJMgOe7K2yEWsxJZduKzK8VjVDqEBtJMV3wK5QZO2l6PSEktXde4KU0kDrndX09gZJwkKdhVaeeCV+dx35crmdC7gB9uOYQTR+psbiSRSBKPV4+B3x7Rt6zW+TK7c+vtjx6seeL6V1fa/DN7DBumBKNBviEgQrjhZyhZHbtt7FsL75yBuWSF3/GMxfdJ7yC6s756DPz0QMvXd8brMPxM6Dau5euSSCStjnQI44TVkqKvqYwRGnUM1elE2svh40vgyVGw5ht9Y7xueO9sUEO09Q6HNQc69DE+Lk6kpaXFexcSHlVV+WThDo564ncWb6vkoVOG8fol4+iUY22zfZB2SnykjZKDRnaq3avfman1icFnxlkvzmQSzk2wCKHN56i1VpfR/N4w/kqhhajx6ZXw54ux24bHCet/wGrfExuJCA1tHdtmi47gLWXw8XDaS/FvMBRH5DkvOZB2EshWf3EizWI24BAajBCmpEenQ1its64i0PE0IjD/1qniQnPjYv1j4kxKijxEwlFSXc/dn6/gx1V7Gdcrn8fOGEnPgsw23w9pp8RH2ig5aGSnnGKo3qVvYG2JeMxqvVph3Yy/MnjtY0OEsJVkMTr0hmMf9b9WVV9TmRhuz5ceanZWg6NWNLKxxKApRqB2ZBKKwCci8pyXHEg7CeSvECdMqje8MH0getM/rblw0XRxIWxNHcLA5TINaAwpitA5SiLq6upkB6ogqKrKp4t28uD0VdhdHv527CAuO7hP3ETmpZ0SH2mj5KCRnXK7wZZZ+gZqEcJEcCam3BH8fa3mzprXett2O0X2jCVd1NCpnthuz5ce6qraQ+rR98Fhd8dmvXk9/M8TwYbtAHnOSw6knQQyZTROpKYoOhxCBQ75K3Qepm+lKanQ40DRBdTj1jcmmrpDLQXk0DvgqIf0jQERTdy5EF4/HrwxTpeVtBm7q+xc+vp8bvtoKf2Ksvj2pslceUjfuDmDEomklcgphppd+s7Xo86D29bqn4xsTTyuxnV8GuOvhCt/i50mYFNUFR7qDL8/Jl5r+xDLCKHFCpYMTPWV4nWsvkunoXD2e+J5YSvJckgkkoRFOoRxQtQQRtDim3In9J6sf6VuJ3zzF/i/7rB1pr4xjRxCvampihinGnTqtGjklj+Spq4gNbV1u2MmE6qq8sH8bRz5n9+Zs6mMe48fwodXHUjfjjESRm4B0k6Jj7RRctDITl1GwYCjwWWLPNCcIhrKJEJ9+Fc3wXMHN38/s0B0/WwtFEVoDmqOYGs4hABdRqKk58IvD8G8F2K33tQM6HeE/kloSVjkOS85kHYSyJTROJGeZoncZbT/NJj3omjCEpjfHwp3PSx8zfdCp8NlzYGz3xUXUCOdyi78UrQYzyyCCVfqG6PdKCgm6RAmGTsqbNz16XL+WF/K+N4deOS0EfQqbPtawVBIOyU+0kbJQSM7DTlR/Olh4RuiJGDc5a2zY0aw5oEWQQtkxSeixn7Qsa237fR8vyPYoS9c/A10HBTbbVz6HdTXw0sHCfH3CVfFZr19pog/SUyQ57zkQNpJICOEcSIFD/UuLx6vGnqh7fNh2ftCz0cP0UT7zBYYdBzcvkH/hR9E5LJiC5St1z9mwNG+fUuef7va2tp470Jc8XpV3pq7laOe+J2FWyt48KShvH/FxIRyBkHaKRmQNkoOgtpJDXOd0lj6Hqz4LPY7FA3peaJ+z9OkZn3WkwGTpq217QCHMC0Leh0kIpMxpra2Voi+x7urqyQk8pyXHEg7CZLnzrydkZEqomV1zjC1ft9phfE6nTtTFA1iPC5Y9CbsXalveY2Vn4kZWCPO3QHnwUE3Sw3CJGFbmY3zXp7HvZ+vYFSPPL6/+RAuPLAXJlkrKJHsH9gr4NF+8OdLkZetLUmcZiRaExd7ZeP3Y93xMxiBDuHeVbDsI3A7YruN3x8j54sLwVGVOL+5RCJJamTKaJzIzRC6J7X1bnKsltistJFzpvOm3e2AL28Qz8/9CAYcqW/c59cZ2w6IGkdrrkhxSRL2x1QCj1flzTlbeOS7tZhNCv86ZTjnjO+OksBpvvujnZINaaPkoJGd0nKFc1OjQ3qitiQxJCdARAhBTFpmBXTCdlRDWk7rbnvEWf501XXfws8PwuA9sd1G7V5St/u6v2Z3ju26JTFDnvOSA2kngXQI40RepnAI6xw6uoHqbvbicwhNFsjrbmwM+DWa9BBYD6iXL6+H7fPgpqX6x8SZ/U2wdO2eGu78dBmLt1Vy6ICOPHzqcIrzEr8d8/5mp2RE2ig5aGQnk0lIC9XuCz/IaQNnTWPnK550GQmH3yMmIDVUFeqrRd18azL8dP9zewWkWGOjExhITlfxaE6DLOkQJirynJccSDsJpEMYJ8w+Pb4aPQ6hXvF3UwpcOQOyu+ifNYwmzRT8Tmq2gRnhaDqTxpna2tr94mRR7/Lw7K8beO63jWSlpfCfM0dyygFdEzoqGMj+YqdkRtooOWhmp8yOUBfBIbSVilKARIkQdhwIHW9v/J7LJjQB07Jbd9suu/i9croJ3cOM2NcPkt9LPF7+E3QZEfv1S2KCPOclB9JOAukQxgmthrC2PoxDaE6FiddCYX99K1UU6DhYRPrcTqFLGHFMFDqEIC7+466Ag24yMMYEldvgjRPgoq/0j4sjqp5mCknOn5vLufPTZWzaV8cpB3TlnuMGU5CVXCfH/cFOyY60UXLQzE5ZRVBXEn5QXg+4t1Q4XImA1wPVu4Tzp6WPpqTDrWtiH61ryqI34du/wu2bhENopHu3Xjr0Fo+7l0iHMIGR57zkQNpJIJvKxAmthjBsyui0B2HAUcZW/Onl8J/B4kKhh2g7fiqmKC7+vmjTnhXRbTMOWCwxqu9MQKrsLu76dDlnvjAHp9vLG5eO54mzRiWdMwjt207tBWmj5KCZnQYcDf11XIdMJtG1OhGwlcN/h8GyD/3vmUyQ08XvILYWWtMaewXYyiCjFRzCoiF4CgcJp1eSsMhzXnIg7SRICIdQUZQ0RVFeURRlq6IoNYqiLFEU5Zgmy0xVFGWNoig2RVF+VRSlZ7z2NxbkZ4lZyppwEcIuI2HOM8ZO+qu1yJuBusNzP4KCfpBZqH87F3wG63/S132uYVu+fUoE4WKdtNc0gu9W7Gbaf37jg/nbuPzg3vxwyyEcOiBB6n+ioL3aqT0hbZQcNLPT+CvgsLvCD9r0m2hO1rSrZ7zQnD6t2yeI7JQZ/wcVW1t52wEO4emvwPFPxH4bZguui76FA6+LvKwkbshzXnIg7SRICIcQkbq6HTgUyAXuAT5UFKUXgKIohcCnwL1AB2AB8EFc9jRGWBXhCFbYnKEX2vw7rJkOzjrjG9DdiEYRnUVvWGhMkLbLCKjZDdU79Y9p0CFMHofQZrPFexdiyp6qeq58cwFXv72Iwqw0Pr/uIO45fggZqcmdPd7e7NQekTZKDoLaye0Eb5j6791LRKpkokz2mS2QmtVYnL50Pcx4WFy3WpNAhzCvBxT0bZXN2Fy0fj2kpEXIc15yIO0kSAiHUFXVOlVV71dVdYuqql5VVacDm4ExvkVOBVaqqvqRqqr1wP3ASEVRBsVpl1tMmhmsFhNldWEcwhkP+55E0djDSDOQeS/AtrnG1r/sI/C6jKWcDj4eDjg/qYTpveFugpIITWB+2n9+47d1+7jzmEF8cf1BjOiWF+9diwntxU7tGWmj5KCZnVZ8Av/sCOUbQw+ylYvu1qlZrbtzRrDmiq6iGg7f89aWndAcQlspzHoSdrdOV215PCU+0kbJgbSTICHDAoqidAIGAJpa+lCg4ayqqmqdoigbfe+vafs9bDkWi4WCzDRKa2IsWNuAAYfw27+Kxwu/0B8l/PkB32YMOHeOGiEY3G2s/jFxJiUlIQ8RQ2woqeHOT5azYGsFB/Ur4F+nDKdnQWa8dyumtAc7tXekjZKDZnbSHJy6faEbnGmC74nUlTgtRwi3a2jOYWvLTmR1gqP+JTqBfn4NHP1vUf4RY+TxlPhIGyUH0k6ChPsVFEWxAO8Ab6iqqjl7WUDTvtdVQNB8CUVRrgSuBOjWrRv19fU4nU6cThGNy8zMxO1243A4Gl57vV7sdjsAGRkZgD+MnJ6ejslkoq5OpG6mpaWRkpLS8Do1NZXU1FRqa2sbXqelpVFbW4uqqlgsFtLS0rDZbHi9XlJSUlAUhTyrid0VtZSXl5ORkUF9fT1utxuTyURGRgZW3/epqKokI9uBw+Fo+A5ZWVlBv1M2oKJQn1qAt65O13fSKgcdNeXUlJbq+k4dVBFettfXU1daSkpKClarteE7at8h8DvlzPwHplWfUn75QpSyMrKysnR9p3jbqby8POR3ysjIwOFw4HK5UBQlob6T3enhzQV7eG3uDjIsZu47ug8nj+xMero5ab9Te7RTqO8U6XhKtu/k8Xior69vV99pf7CTxZ1KLlBXshl75oCg3ymvrhSseVT4rh+J8J3SD7wRB2k4fNenzNpyLEBZnQvFE/yaGxs71UP/s8i07yIdqPGk4igtlcfTfng81dfXA7Sr7yTtlBzfKZSdwqG0RbtVRVFmIOoDgzFLVdWDfcuZgHeBHOAkVVVdvvf/B1hUVb02YJ3LgftVVf0k3LbHjh2rLliwoOVfIsaUl5fzly83sre6nq9vnBx8oft9oro3LYN8nT10SjeIgnojDWK07Zz9Hgw6Vt+YJw+A8k1wwpMw5iJ9Y769A5a+B3du079vcaa8vJwOHVqhS1wr8/u6fdz7xQq2ltk4eVQx9xw/hMIk7B6ql2S10/6EtFFy0MxO1btE5+rjn4CxlwYf9OGFIgPkgs/aZiej4ZeH4PdH4e/louNoa1KxBbbOFhHC8z+BfkfEfBPyeEp8pI2Sg/3JToqiLFRVNWiaXptECFVVnRJpGUUoYL8CdAKO1ZxBHyuBiwKWzQT64k8pTTq8Xi+FWams2lUdeiFLJoy9RL8zCEIovnq3qOWwWCMvH4ghHUITDD1VvzOojamvgrdOhQs+NbZvcSLZcstLqut5cPoqpi/bTZ/CTN69fAKT+hmYHEhSks1O+yPSRslBMztpOnq28tCDznyz9XYoWqp3izq+zsPF6yl3iq6cre0MAnxwPuxZLp63hg4h8nhKBqSNkgNpJ0Eidfd4DhgMnKCqqr3JZ58BwxRFOU1RFCvwd2BZQEpp0mEymSjISqOszhFaFPPYR2DIycZW/P558Mw4KFtvfKeM1H8oZlANHkSaw1m13di4OBIpxJ4oeLwqb87ZwtTHf+OHVXu55YgBfHvz5P3CGYTksdP+jLRRctDMThYrHHRTUtV+A/D7I/Dmyf7XJnPraxBqZHXyPzeSrWMAeTwlPtJGyYG0kyAhfgWfpuBVwChgj6Iotb6/8wBUVd0HnAY8BFQAE4Cz47S7MSEjI4OCzFRcHpXqUFqEOcXwyz/ETKdeNv8mHo1E+y74HLqONXbhOuc92DQDFrymf4zmcCZRl1EtxzuRWbGzilOencXfv1jJqB55fH/zIdx0RH/SUhKkBXwbkAx22t+RNkoOgtpp2oOhG46pKrx7tuhGmkik5YjOotqE6/xXYM6zbbPtnGIRGbxpGeR0bZVNyOMp8ZE2Sg6knQQJ0VRGVdWtRGiLqarqT0DSykw0pb6+vqGmq7TWQW66pflC638UDp67PootGIj29T1M/Bkht5vQeLKV6R/T/yiY/VRS6RDW19djtRpMvW0jaupdPP7DOt6cs4UOmWk8ec4BnDCiC0oidfprIxLZThKBtFFyENROzjpw1UNmQfMBzjpY9y30mNg2O6gXay54nOL6aUmHlZ+BxwUHXht5bEspHAj2N0XpRitpM8rjKfGRNkoOpJ0EyROqaWe43e4Gh3BfKOmJub7ZzGhu8I2MmfMMrPvB2PqXvufbjoF/od6TYeCxSRUhdLtDRG/jiKqqfL1sN1Mf/4035mzhvAk9+fm2QzlxZPF+6QxCYtpJ0hhpo+QgqJ3ePQvePzf4ALuvtlCTp0gUNHkJTW7CUd36khMaRb6561Wt12RHHk+Jj7RRciDtJEiICOH+iMlkonOuiArurY4mAhgBI07X938Tj5d8Bz0P1DdmzjPGt2MrF2k8PSfpHxNnEi23fFuZjXu/WMFv6/YxtDiHFy8cy6juefHerbiTaHaSNEfaKDkIaqeMDlASomS/Qd8vt/V2KhrSfPvjqBbN1uqroSCEjmKs6T0Fjn0MBh7XapuQx1PiI22UHEg7CaRDGCcyMjJIVcTPv7sqkkMYRdQnq8j4GI/TwMJaPaCBfZv7LCz/EO6rMLRb8SRRcsudbi8v/bGJJ39eT4pJ4e/HD+HCA3uSYpYnMkgcO0lCI22UHAS1U3q+PxLYFEeCOoQ9JsCpL0NmR/G6LSOE5hQYf0WrbkIeT4mPtFFyIO0kkA5hnHA4HOTmWsm2prAnkkNoTtW/4tvWQUpadN3UjDh3Zl/NY54BSQzFZLwzaZxxOBxxzy2fu6mMez5fwYaSWo4Z1pn7ThhK51yZ7x5IIthJEh5po+QgqJ3SO4C9QjRoCXadyO8NGUHqC+NJXg/xp+F2igyVdoI8nhIfaaPkQNpJIB3COOFyCZnFLrlWdlc1VdnwkZ4Pw8+AnC76V2y2QPlGKBraujqElgzRdW7oycbX/+7ZcO77RvYsbmh2igcl1fX865vVfL5kF93y03nt4nEcNiiKyO9+QDztJNGHtFFyENRO6fngdQvx+aZRtp6T4KYlbbJvhnDVw84F0KGvuIb+bQe0I70xeTwlPtJGyYG0k0A6hHFCa/7ROTc9dITwhP81nuHUw9unwq7FcMMiKOhrdK/0L2pqgQ6hkc6kcSYeTVrcHi9vzNnKEz+uw+n2csPh/bh2Sj/SU5OnO2tbs78200kmpI2Sg6B26j0Zjnyo1Tpmtgq2Unj9OHEdHXOxeK8d1QrJ4ynxkTZKDqSdBO3n7JhkZGVlAdAlxxq6htBkga//ArUl+le8a7F4NPIPfsl30P9IYzqEJz0DOxbC4rf1j0nCg06zU1vx5+Zyjn9qJv+YvorRPfP5/pZDuO3IgdIZjEBb20liHGmj5CConYoPgEnXQ2pm888WvwNvnACeBOvUlxbQZbR6F3x2jf/62A6Qx1PiI22UHEg7CaRDGCccDiE10TnXyr5aB053kGjb6q9EyosninC2kfTPngfCeR9Bx4H6x1jzwFUHTpv+Mf2OEI/mIJqLCYpmp9ampKaeWz9YwpkvzKGm3s3z54/hjUvG0bswyA2YpBltZSdJ9EgbJQdB7eR2QOkGf0fRQErXwra5opFKIpGaJa6Djmqo3g1L3zU2uZrgyOMp8ZE2Sg6knQQJdgbff3A6RUfPLrlWVFU4BN3ym3Q6WvqueIwqsmZQhzC9A4w6R/+YaPat+ADoPgFMyfNvp9mptXB7vLw1dyv/+WEdDreX6w/rx3WHyfRQo7S2nSQtR9ooOQhqp5LV8OKhcNY7MPj4xp/VVydmsxaTCdKyxf45qsR7ibifUSKPp8RH2ig5kHYSJM+deTulS146AHuqgjiEDbSyML2mQ9hxIHQdrW/M0g+Mb6d2n3A89W6jnbNgSzn3frGS1burmdy/kAdOHEqfjjJ1QSKRJBhaIxlHTfPP2lLOwShpuVBfJf4gcfdTIpFI4ox0CONEQw2hTz4gshahTlLSwW2PsgW4GsUYAw7hsvdh3bdw2ktRbCc+tEZueWmtg//7dg0fL9xBca6V584bzdHDOsvC5hYgawASH2mj5CConbTImiNIymiiRggBTnoKMgph50LxOtG0EluAPJ4SH2mj5EDaSSAdwjjhdDqxWq0NenJhtQiN6BDevkGkZBqVnAAMOXcWEdkkv5eB1fvqGpNIi1CzUyzweFXembeVR79fS73LwzVT+nLD4f3ISJWHYUuJpZ0krYO0UXIQ1E5p2eIxmEOY18OYNFJb0meKeNzxp4gWJqrjGgXyeEp8pI2SA2kngbwTjRNaznJ2WgqZqebgEcLMIhh0HGQaiPY5qqF0PfSYKATqjWCkEU1GAXQeAf2mGl//RxfDBZ8Z2rV4Eavc8oVbK/j7FytYuauag/sV8sBJQ+kr00NjhqwBSHykjZKDoHZKSQNzWvCU0eP/0/o7FS27lkBdKYy9VPy1I+TxlPhIGyUH0k4C6RDGGUVR6BxKnP6U5yGrk7EVvnkSlK6DW9cYn7U1krKomEA1mGKqOYSuGKXHJgFltQ7+/d0aPlywgy65Vp49bzTHyPRQiUSSbBz3OBQNjvdeGGPuc7BtNty8PN57IpFIJAmNlJ2IE5mZfjmBLrnpwSOE9ZXwyWVgK9e/4tJ14tGIw3H5LzDyXNHwRS/THhDbWvaR/jGaQ2gkEhlnAu1kBI9X5a25WznssRl8umgnVx/al59uPZRjh3eRzmArEK2dJG2HtFFyENJOoy+AbmObv//iYTDn2dbdqWix5ogax1n/g29uj/fexBR5PCU+0kbJgbSTQEYI44Tb7Rfx7ZJr5Y/1pc0XWvEp7FsDXo/xDRhxurqNEX9GMFvA4wCvAY1ErZ4jPc/YtuJIoJ30snhbBfd+sYIVO6uZ1LeAB08aSr+i7FbYO4lGNHaStC3SRslBSDuVbgCPEzoN8b+nqkLsXdOYTTTSckQZxdbZULUz3nsTU+TxlPhIGyUH0k6C5AnVtDMChTC75FopqanH7WnSbGXN9BZswUAU6s+XYOYTxla/9H3j2ynsLxoQpCZP7ZwRwdLSWgd3fLyMU56dzb4aB0+fewDvXD5BOoNtgBSWTXykjZKDkHaafjNMv6Xxey47oEJqgs6wW3NEE7Oa3e1OckIeT4mPtFFyIO0kkBHCBKBzbjpeFfbVOuiSm958gWhSDI2M+eYv4nHAMVA0SN+Ydd/7tmNgTqFmL2R3ge7j9Y9JAhrE5X9ch93p4cpD+nDj1P5kpcnDSyKRtBOsuVC+ufF7zjrxmKgOodZVtHK7aLQmkUgkkqDIO9Y40biG0K9FGNQhNBKFy+kK1Tuja68dTW2fEcdz/fewfR6c/qrx7cSJSLnlczaWcf+XK1m7t4bJ/Qu574Sh9CtKnghoe0HWACQ+0kbJQUg7pWU3l51w+RxCS0br7lS0DDwWOg2DD85rV5ITII+nZEDaKDmQdhJIhzBOeL3+9FBNi3B3ZT30CLKw2YCZblkZXUQRjI3TBH7buQ5hoJ0C2VVp56FvVvP1st10y0/nhQvGcOSQTrJhTJwIZSdJ4iBtlByEtJNWjxeIYha14bndWn2/oiK7k/jL7Q553eO9NzFFHk+Jj7RRciDtJJAOYZyw2+0NsxL+CGET6YmcbuJiqzlfeqjYDCWrof+RovGLEYxECHOKxUXWSPqntv7v7oKz3zG2b3Ei0E4ADreHl//YzNO/bMCrqtxyxACuOrQPVos5jnspaWonSeIhbZQchLRTWrbQIVRV/+RhXne48Iu23UEjOGpg1ZdCwqmwf7z3JqbI4ynxkTZKDqSdBNIhTABy0y2kW8zsaSo9ccbrxpxBgDdOhKrtcMdW/d08FZOI2hnSIVSMR/qSSG4iGD+v3suD01extczG0UM7c/dxg+neIUFTpSQSiSSWDD8duozwXSuSZALMZYcvroVjH2t3DqFEIpHEkuS+Q09iMjL8joSiKHTJtbK7uolDuG8NvHUK2Cv1r7hqu2+lBkx7+U8w4WpIM+B8TrwOaveK2Ve9JKEOYUZGBptL67jktT+57I0FpJgU3r5sAs9fMEY6gwlE4PEkSUykjZKDkHYqGgxDTgJTgDO44Sf473CRlZKIZBSKx2/+Anvalzi9PJ4SH2mj5EDaSSAjhAlCpxxr8wjhsg+gegegGl+hkWhf1zHizwiqF7wGtVt6ThKPuclRy1HncPPfnzfyxtwdpKaYuOe4wVw0qRcWc/I4tBKJRBITaktgzzLocaC/q6itAiq3JW7E0BRwrjbJ2x2JRCIJhbyzjRM2m63R647ZaZTVNtFC2fKH70k0shMGTLvwdfjiOlEbopflH/q2Y2DfsruIR6NpsG2Mqqp8uXQXUx//jZdmbeOEkcX88pdDuXxyH+kMJihNjydJ4iFtlByEtNOWmfD2acIB1HAluOwEwFEPw/AzoaBfvPckpsjjKfGRNkoOpJ0EcsosQSjISqWs1hn8w6g6VxoY8/VtIto35S793eK2zfNtxogO4R4oHAidhugf08as3l3N/V+uZN7mcoZ1zeFfx/fh8BG9471bEolEEl80p88ZcPOkPU9N4JSrA6+N9x5IJBJJwiMdwjiRnt5Yb7AwK40ah5t6l6dlHSu7jYMd8yElTf+YltT2GRmzYz6UroUOfY1vp5Wpsrn4z49reWvuVnLTLfzrlOGcNa479XY5c5QMND2eJImHtFFyENJOFt/7rkCHUNMhTOAIYTtFHk+Jj7RRciDtJJAOYZwwmRo7UgWZqQCU1zkpzmvyz2kyIB9x+U/Gd6bBqTMQVcwqEo95PY1vz+OIvEwb4fGqfLhgO49+v5ZKm5PzJ/bk1mkDyMsQ9mhqJ0liIu2U+EgbJQch7aQ5fYEOYUEfGHwCpKS2/o5JGiGPp8RH2ig5kHYSyF8hTtTV1TV6XZAlInqN0kbze8GIs4yl4+xdBcs+BCNCm1pDACPRvrwe4gbBSPpnfaV4XPCq/jGtyKJtFZz8zCzu+nQ5/TpmMf2GyTx40rAGZxCa20mSmEg7JT7SRslBSDtp16FAh3DYaXDW262/U5JmyOMp8ZE2Sg6knQQyQpggFGQJJ6S0LiB6dvZ7xov13zgebGUw9BR0+/tpWaI5gBGHMCVNtB/3eht3cguH1yMe4yw7UVJTz7+/Xcsni3bQKSeN/509ihNHFqNEVaspkUgk+wF5PeD8T6DziHjviUQikUhijIwQxom0tMY1foWZQSKEW/6AFyb76zT0YCvzPTHg3Jz1Dky+zVgksv9R4KiGTb/oH6MJ2cepRbnL4+XlPzYx9bHf+HLpTq4+tC8/3zaFk0Z1DekMNrWTJDGRdkp8pI2Sg5B2Ss2Efkf4ywUAPrsGXjmybXZM0gh5PCU+0kbJgbSTQEYI40RKSuOfviFCGCg9sfhtqK+KbgNGonDdx4k/Q6jGt1N8gHjsOMjgtlrOrA2l3P/lStaX1HLogI7cd8IQ+nTMijiuqZ0kiYm0U+IjbZQchLST1wNrpkPhACFSD2IC0p04NeH7E/J4SnykjZIDaSeBjBDGiaY5yxmpZqwWU2Mtwj3LfE+i0SE0MGbJu/DyEeAxIDS/8jNtQ/rHaPqDGR30j2khOypsXPP2Qs57eR4Ot5eXLhzL65eM0+UMgswtTxaknRIfaaPkILSdFPjwQlj5uf8tZ11iaxC2Y+TxlPhIGyUH0k4C6RYnCIqiUJCZRlldEC3CaGrbjIz54R4x02uvgKyO+sbsXWl8Ox6XmF0OTDlqJepdHl74bRPP/bYBgNumDeCKQ/q0TNJDIpFI9ldMJkixNm4q46qDjML47ZNEIpFIYoJ0CONEamrzNt15GRaqbK6WrXjIybDma2NjtLRP1UBn0mio3Qul64zJaBhEVVV+XLWXf3y9iu3ldo4b3oW/HTeYrk2lPHQSzE6SxEPaKfGRNkoOwtrJktHEIbT79QklbYo8nhIfaaPkQNpJIB3COBHKIay0B3EITQbMdOYbxndm9IXwx+Oi26he8nuKpjc5XfWP0bqMuu3G9k8nG/fV8sBXq/h93T76F2Xx7uUTmNSvZbPX8kSRHEg7JT7SRslBWDulZgonUGPQcZBT3Po7JWmGPJ4SH2mj5EDaSSAdwjhRW1uL1Wpt9F5eeiprqqr9bxT0h87DwWwgorZjoag9HHuJ/jGH3wuH3iGkJPTSoY94zOuhf8yepeJx8+/Q93D94yJQXe/iyZ/W8/rsLaRbzNx7/BAuPLAnFnPLS2SD2UmSeEg7JT7SRslBWDtZ0ht3vZ7697bZKUkz5PGU+EgbJQfSTgLpECYQuRkWqgIjhOd/YsxJA3jzJHDWGHMIFcX4dlKsIvXT49Q/tnCgeCwaamxbIfB4VT5euJ1Hv19LWZ2Ts8Z257YjB9IxW7YQlkgkkphz2suQGpBJoqrR1bhLJBKJJKGQDmGcCJoymm6h0uZCVVWhi7fiE/jln3D3bv1Ol7Mmxnsago4DweuCvaugxwR9YwYfD1fPhE7DWrz5BVvKuf+rlazYWc2Ynvm8dvF4hnfLbfF6myJTCZIDaafER9ooOQhrpy4jG79+uDuMuxSmPdi6OyVphjyeEh9po+RA2kkgHcI4EUwIMy/DgturUutwk221wOK3QPUQlexEa+OTITSkQwgiBbYF7K6y83/fruGLJbvonGPlf2eP4sSRxSGF5VuKFCxNDqSdEh9po+QgrJ02zRDauENOEq/ddmM17pKYIY+nxEfaKDmQdhLIM3mcqK2tbfZPmJcuZikqbS7hEJZvEh8kYkrOWl8nU1fb6LfUuzy89Psmnp2xEY+qcsPh/bhmSl8yUlv3XziYnSSJh7RT4iNtlByEtdP8l6F0g3AIPW7wusEsbRoP5PGU+EgbJQfSTgLpEMYJVVWbvZebIZrHVNlddG/0SQI6hBVbxaOnhTIZEVBVle9X7uGfX69mR4Wdo4d25u7jBtO9Q0arbjdw+5LER9op8ZE2Sg7C2smS6Z8E9DjEo9H6c0lMkMdT4iNtlBxIOwmkQxgnLJbmnUPz0sV7lS3RIpx4LSx+J/rxemmDqOXaPTU88NVKZm8sY2Cn7JjISBglmJ0kiYe0U+IjbZQchLVTShq4fY6g9pgiu/PFA3k8JT7SRsmBtJNAOoRxIngNoS9l1O5s/IGROr2jHxZ/rU3HQbDhJ8gqivmqK21O/vPjOt6eu5Vsq4UHTxrKueN7kBIDGQmjyDSC5EDaKfGRNkoOwtopxQruevHcbIGJ10GXEW2zY5JGyOMp8ZE2Sg6knQTSIYwTNputuQ5hRpMIYdFQ6NAbTG3vCEWksL94zOwYs1W6PV7e+3Mbj/+4jmq7i/Mn9uSWIwaQnxm/DlDB7CRJPKSdEh9po+QgrJ0CI4Rp2XD0v9puxySNkMdT4iNtlBxIOwmkQxgnvF5vs/dy0/01hABc8Kl4TEStJ3Oq+PO6Y7K6ORvLeOCrlazZU8OBfQq478QhDOqcE5N1t4RgdpIkHtJOiY+0UXIQ1k4HXg+jL/Qt6BHRwpT0xJy0bOfI4ynxkTZKDqSdBPIsHidSUpr74mkpJixmhZp6n5O14DV4fGDiOYMAqZlClL6+ukWr2V5u49p3FnLOS3Opdbh5/vzRvHvFhIRwBiG4nSSJh7RT4iNtlByEtVN2J392yJ7l8K9iWPdt2+yYpBHyeEp8pI2SA2kngfwV4kSw8LSiKGRbLdTU+yKEC15p470ygNaVyagOoQ+b083zMzbywu+bMCkKt00bwBWH9MFqMcdwJ1uOTCNIDqSdEh9po+QgrJ12L4PNv8G4KwKaysj6m3ggj6fER9ooOZB2EsgIYZyw2WxB38+2plDr8EUI6/a14R4ZZOPP4rFmt6Fhqqry5dJdTH38N578ZQNHD+vML385lBum9k84ZxBC20mSWEg7JT7SRslBWDttnwc/3AOOmgDZCXkzFQ/k8ZT4SBslB9JOAhkhjBOhcpaz0lL8KaOJTIP+oH79lvlbyvm/b9ewcGsFw7rm8NQ5BzC2V4fW2b8YIXPLkwNpp8RH2ig5CGsnzflz10vZiTgjj6fER9ooOZB2EkiHME6YQhThZ1tTqI3gEC7cWkGlzcnhg4pQ4lVfeMwj/H97dx4nV1Xnffzzq67u6qW6E7IQlgQSkgASMAJBBISgjAiOuEUUQYRxHEVHHXX216iTx2UcRx5n3Fj0QREN8yAMoDA6AkpkFY0iSCSgCSGERLJ3p7fqrq4zf9zbTaVSS0O6656T+r5fr3qlq86trnPr26c6vz7n3susY2H+WTU3fXxzD1/48RP8dM0WZnVl+Ne3HMf5S+bQlPLw2MgSlXISvygn/ymjMFTNaawgzD1fEDYldxboRqbx5D9lFAblFFFBmJD29vayj3e2NvPMjsrT17/esJNlVz4AwOeXHcfbTzpsUvpXU2sXnPrBqpts2N7Pv9/1JLf+5lk6M2n+/pyjufTUubS1+Lc0tJJKOYlflJP/lFEYquY0erxgfhCmz4cz/hY6D6pPx2QPGk/+U0ZhUE4RFYQJGRwcLHsga2fxktGDF0PnwXu0f+OedUxpa2ZmZ4av3v0Hzj9xDinPZtq27s7x1Z/+nut/sYGmlHHZ0vlcdsZ8psTXWQxJpZzEL8rJf8ooDFVzGisIczD7RHj1x+vXMdmDxpP/lFEYlFNEBWFC8vnyy0L3OKnMO2+O/hIby+VHuPuJLZx/4hwWz5nK39z4CI//sYdFh0ypR5dryuVH+MY967hi5Vpy+QJvP2kOf3XWQmZ1hTvQKuUkflFO/lNGYaia07wz4GOPQ/sMyPXCcH/0tZZc1Z3Gk/+UURiUU8SbT3Ez+66ZbTazHjN70szeU9J+lpmtMbN+M7vbzA5Pqq8TofIxhM305vI45+DnV8CXFo+1/XZjN4PDBV65cAanL5wBwH2/31aX/tby2LPdnPMf93L5HU9y+sIZ3PnRM/iXNx8XdDEIWlseCuXkP2UUhqo5NbdB1yGQboGHvwOXL4Rcd/06J2M0nvynjMKgnCI+vQufA+Y657qANwCfMbMTAcxsBnAz8AlgGrAKuCGpjk6ESmuWs61pRgqOgeERePAKKDz/l4vfPLMLgBMOO4BZXa0cOSvLfX9IviC85eGNLLvyAQaGRrju3S/n6ouXcMTMbNLdmhBaWx4G5eQ/ZRSGqjntfg5W/itsfeL51Ss6y2giNJ78p4zCoJwi3hSEzrnVzrnc6N34Nj++/xZgtXPuRufcILAcWGxmR9e/pxMjl8uVfbyzNVrFu3swD/mBPdrWbu1lWkcLMzuj4zheccR0Ht6wi0Jh/Jd+mEjDIwX+z22r+egNj7B4zlRu+9ArOePImYn0ZbJUykn8opz8p4zCUDWn/m2w8nOwdU3RWUZ1YfokaDz5TxmFQTlFvCkIAczsCjPrB9YAm4Efxk2LgEdGt3PO9QFr48eDNDw8XPbxztboxCu7B/duX7uljyNmdIzdX3RIF725PM/srP9FNZ/e3sfbrn6Qb92/nj87bS4r3nPyWKG6P6mUk/hFOflPGYWhak6jl5gYGY5mCFPNOn4wIRpP/lNGYVBOEa9OKuOc+4CZfQg4BTgTGC3bs8DWks27gc5y38fM3gu8F2D27NkMDg4yNDTE0NAQAB0dHeTz+bG/CnR0dFAoFBgYiGbkRqeP+/ujQqutrY1UKkVfXx8AmUyGdDo9dr+lpYWWlhZ6e3vH7mcyGXp7e3HO0dzcTCaTob+/n0KhQDqdZnh4mB07dlAoFEilUrS3tzM4OEghF73m9p5+FsT7s337drLZLH/YspvT509l27ZtZLNZDu+KLt/w8yee5cDj50zoPjU3N3PHEzu56p51bNw1SEdLmoOntjKzPY0D7l+3i7bmJj533kJec9Q0+nb30NraOraPxfuUz+fH7udyOYaHhzEzstksuVxuLJdsNhtMTiHvk3IKY5/2t5z6+vrIZrP71T41Wk6Fnl6mAUODfbj+3TQ3ZdgZ/37yeZ8aLadQ92l/y6m7u3u/2yflFMY+VcqpGnNu8pcbmtlKYGmF5vudc68s85yrgN85575sZl8Cmp1zHyhq/y2w3Dn3X9Vee8mSJW7VqlUvvvOTJJfLkcnsPaO2av0O3nrVg1z37pdzxvVxSbi8m+7+YRZ/6g7+8dyjed/SaCXt4PAIi/75x3zgzPn89dlHVXytQsHxie8/xn//djNvetmhfPL1x9S8VMWXf/J7vnjnkxx7aBenzp/B7sFhNu0aZHP3ALl8gVcddSDvW3oEB09pe/FvQgAq5SR+UU7+U0ZhqJpTzyb44kvgvC/BAfNgy+Pwisvq20EBNJ5CoIzC0Eg5mdmvnHNLyrXVZYbQOXfmi3hamuePIVwNXDLaYGYdcdvqfe5cQir9AGbjYwj7cnmYfRJkoknQtduivwjMLzpZS2tzE/NndvD45p6qr7XiFxtY8dAGTjz8AK59YD1zprXz56+cV3H7lU9s4Yt3Pslbjj+UL5y/mCbPrnNYT430QREy5eQ/ZRSGqjmNHi84MgxHLI1ukgiNJ/8pozAop4gXi//N7EAzu8DMsmbWZGavBd4B/CTe5BbgWDNbZmatwCeBR51za5Lq874anVIu1d4cFYT9QyNw4ffg9f8OwLM7oynmOdP2PBvS/JlZ1m3tq/g6hYLjmnvXccJhU7npslM46+gD+cKP17Ctt/xBtIPDI/zTLY+x4MAsn1t2XEMXg1A5J/GLcvKfMgpD1ZzaDoB/2AAnXhrNFu56pm79kj1pPPlPGYVBOUW8KAiJzij6fmAjsBO4HPiIc+4HAM65rcAy4LNx+8nABcl0dXK1Z6LjAvuH8nDfF+GKUwDYsjsq4GZ17flXjHkzOtiwo5/8SKHs97t/7TbWb+/n0tPmYWb84+teQi5f4Nr715fdfsVDG3h21wCfesMiMummCdorEREJXioFrVOgqRl+9Pew4q1J90hERCaAFyeViQu+qmtPnHN3AcFeZqJUNlv+On3tLVER1jc0Ag98ZezxLT2DtKRTTGlr3mP7uTM6yBccG3cOMLfoDKSjfvL4FlqbU5x9zCwAFhyY5bXHHMR1D67nsjPnk808/yPQP5TnypV/4NT50zl1wYx93sf9QaWcxC/KyX/KKAxVc3IO7vwEzDszukZuqrnytjKpNJ78p4zCoJwivswQNpxKU9St6SbM4iWjRZ7rGWRWVwazPZdwzouLwKe2l182es/vt3LyvOm0Nj8/2/f+M+fTM5jn+oee3mPb7zz4NNt6h/jYa458wfuzv9JSgjAoJ/8pozBUzckMHrwCNjwYHUfY5MXflBuSxpP/lFEYlFNEBWFCKv0AplJGW3MT/bn8Ho8/15NjVmfrXtuPFoTrt+1dEG7aNcC6rX2cvnDP2b7Fc6Zy2oLp/L97nyKXjwrP3YPDXPWztSw9ciZL5k57Ufu0P9IHRRiUk/+UURhq5tTUAiNDUBjWDGGCNJ78p4zCoJwiKgg91N6Spn+4ZIZw9yCzuvYuCKd3tNCZSfNUmYLwkWd2AXBSmQLv/UsXsGV3jht+GZ0U4Ov3rGNn/7BmB0VEpLKmlmh2cCQfHUsoIiLB03qPhHR07H2836j2ltEZQiM63w5s6cmx9Mi9T4trZsyd0VG2IFy9qYemlHHUQZ17tZ22YDqnHDGdz/9oDcMjjitWruVNLzuExXOmvthd2i9Vy0n8oZz8p4zCUDOnpuZohvCUv6xPh6QsjSf/KaMwKKeIZggTks/nK7a1tzRFJ5WZ/2pYeDa9uTy9uXzZGUKIlo2uL3MM4WObull4YHaP4wdHmRmXv20xHZk0n779dyyYmeVTbzr2xe/QfqpaTuIP5eQ/ZRSGmjk1tUTLRY9+XXSTRGg8+U8ZhUE5RTRDmJBcLkdn594zdxAVhANDI/C2r8LALrbH1wyckS1/4cy5Mzq47dFN5PIje1wqYvWmHs5YOLNiHw6d2sZdf72UNZt389LZU8oWjo2uWk7iD+XkP2UUhpo5ffQxSDXBlsch3QrT5tWvczJG48l/yigMyimiGUIPdWTS9A3l4f4vwzfPoXtgGGCvS06MOmJGB87BMzv6xx7b0jPI1t05Fh3SVfW1ulqbefm8aSoGRUSktlT8u+Kmd8MdH0+2LyIiMiE0Q5iQWscQbt2dg4euBKBnIJrOrlQQjp5pdN3WPhYcGP2VY/WmHgCOPXTKhPW5EWlteRiUk/+UURhq5nTPFyAzJb7shE4qkxSNJ/8pozAop4gKwoQUCoWKbe0t8QxhrGcwmiHsaisf1+gF6YtPLPPYs90AvORgTYPvi2o5iT+Uk/+UURhq5rTmv6F9hi47kTCNJ/8pozAop4iWjCZkYGCgYtvYMYSx0SWjXa3lf/lOaWtmekfLHgXh6k09zJvRQWeF58j4VMtJ/KGc/KeMwlAzp7HrEI5ASn9TTorGk/+UURiUU0QFoYfaW5royz1fEPbUOIYQomWje8wQburmmBrHD4qIiLwgqeaoGBwZhiYVhCIi+wMVhAlpb2+v3NaSZmB4BNeSBaIlo00po72l8olfigvC7v5hNu4c4NhDdPzgvqqWk/hDOflPGYWhZk6ppmi56J9eDidcUp9OyV40nvynjMKgnCL6856HRgu/kfl/QrowTM9Anq7WNGZW8TnzZnZw46820pvLs3pTdPxgrTOMioiIvCCZTnAFeMl5SfdEREQmiGYIE9Lf31+xrT0T1endp/wDnP4xugeGqy4XBZg3PTqxzPptfTz8zC4AFs+eOiF9bWTVchJ/KCf/KaMw1MzpghVw6e2w/j7Y8VR9OiV70XjynzIKg3KKqCD0UHt8TcCWX14J17+dnsFhumoUhEceFJ1N9PHNPfzq6Z0sODDLlHadUEZERCbBdW+CX3876V6IiMgE0JLRhLS1tVVs68hEBWHnb6Nftj0DwxXPMDpq3vQOspk0j2zcxcMbdvKaY2ZNXGcbWLWcxB/KyX/KKAw1c3ro67BjnS47kTCNJ/8pozAop4gKwoSkUpUnZ9ta9oyle2CYg6dU/4FNpYwTDz+A7/58AwBLDp+2752UqjmJP5ST/5RRGGrm9OwqePqBeGP9FyIpGk/+U0ZhUE4RvQsJ6evrq9jWUXI20Z7BfMWL0hd73XEHjX199iLNEE6EajmJP5ST/5RRGGrmlGqG4fi6XbrsRGI0nvynjMKgnCL6NPdQe8kM4XiWjAK89cQ5bNw5wAmHHcDU9pbJ6p6IiDSqpvTzBaGWjIqI7BdUECYkk8lUbBu97MRgZjqtue3k8oWaJ5UBaEoZf332URPWR6mek/hDOflPGYWhZk6p5uhahO+4AWYeWZ9OyV40nvynjMKgnCIqCBOSTld+69vjk8o8M3Mpc9qH4VHGVRDKxKuWk/hDOflPGYWhZk5tB0D2QDjqnPp0SMrSePKfMgqDcoroGMKEVFuzPLpk9DeHXMD2l7wLgK5W/cAmQWvLw6Cc/KeMwlAzp1f/E1x2H6z5IXRvrE+nZC8aT/5TRmFQThEVhB5qi69DePT6Fcy880MANS9MLyIiUhe9W+D/vwPWrUy6JyIiMgE07ZSQlpbKJ31pShmtzSmO2/L9sce0ZDQZ1XISfygn/ymjMNTM6bc3wd3/En2tk8okRuPJf8ooDMopohnChNT6AewoOdPoeM4yKhNPHxRhUE7+U0ZhqJnTjqdgx9roa112IjEaT/5TRmFQThEVhAnp7e2t2t5Wci1CLRlNRq2cxA/KyX/KKAw1cyouAnVh+sRoPPlPGYVBOUVUEHqqdIawUyeVERGRpBUvE9WSURGR/YIKwoTUmqJuzzTxXPoQADLpFK3NTVW3l8mhpQRhUE7+U0ZhqJlTU1wEvu06mHPy5HdIytJ48p8yCoNyimjaKSG1LoTZ3tLEL1pOZnZHL1P69VfYpOiCpWFQTv5TRmGomVP7dJi+EA4/DTqm16dTsheNJ/8pozAop4hmCBNSa81ye0uau5peyQMdr9IZRhOkteVhUE7+U0ZhqJnTcW+FS2+HtXdD37b6dEr2ovHkP2UUBuUUUUGYEOdc1fb2libOHbid85/7ki5Kn6BaOYkflJP/lFEYxpXTc4/Bze+B7Wsnv0NSlsaT/5RRGJRTRJVGQpqbq8/6tbekOSd/N6AzjCapVk7iB+XkP2UUhpo5PXUPfHdZ9LUuO5EYjSf/KaMwKKeIZggTMp5jCEdpyWhytLY8DMrJf8ooDDVz6t/x/Nc6y2hiNJ78p4zCoJwiKggT0t/fX7W9o7gg1EXpE1MrJ/GDcvKfMgpDzZyamst/LXWl8eQ/ZRQG5RRRQZiQQqFQtb14VlBLRpNTKyfxg3LynzIKQ82cdB1CL2g8+U8ZhUE5RVQQJiSdrn7sRVdrM48XDou+btNxGkmplZP4QTn5TxmFoWZOo8cNnvN5mDJ78jskZWk8+U8ZhUE5RfQuJKS1tbVqe1dbmjsKS3isMFczhAmqlZP4QTn5TxmFoWZOrVPh4JfBYSdDszJNisaT/5RRGJRTRDOECam1ZrmrtZkHC8fwk8IJOoYwQVpbHgbl5D9lFIaaOR16ArzpStj0MAwP1KdTsheNJ/8pozAop4gKwoSM5xjCC5t+wt+mb9AMYYK0tjwMysl/yigM48pp/b1w+0dhSP+RSorGk/+UURiUU0RLRhOSSlWvxbtam3lD04PRtlPb6tElKaNWTuIH5eQ/ZRSGmjlt+z386O+ir3UdwsRoPPlPGYVBOUX0LiSkvb29avu0bMvY1wdP0frmpNTKSfygnPynjMJQM6eRoee/1llGE6Px5D9lFAblFFFBmJDBwcGq7dlMmq/k38SdIyfQ2txUdVuZPLVyEj8oJ/8pozDUzCml6xD6QOPJf8ooDMopovUeCcnn8zW3mb3ss6zZMcBr6tAfKW88OUnylJP/lFEYauZUvEw0pf9CJEXjyX/KKAzKKaJP84SMZ83ym4/XNZ6SprXlYVBO/lNGYaiZ0+gM4akfBrPJ75CUpfHkP2UUBuUU0buQEK1ZDoNyCoNy8p8yCkPNnFo6YO7pcPhp9emQlKXx5D9lFAblFFFBmJBcLpd0F2QclFMYlJP/lFEYaubUPg1O+Uvofa4+HZKyNJ78p4zCoJwiKggTMjw8nHQXZByUUxiUk/+UURjGldOjN8ADX5n8zkhFGk/+U0ZhUE4RHUOYENOxF0FQTmFQTv5TRmGomdPwIKy+pT6dkYo0nvynjMKgnCKaIUxINptNugsyDsopDMrJf8ooDDVzSukySD7QePKfMgqDcoqoIEyI1iyHQTmFQTn5TxmFoWZOutSEFzSe/KeMwqCcIioIEzI0NJR0F2QclFMYlJP/lFEYauak5VVe0HjynzIKg3KKqCAUERGRF+b4i5PugYiITBAVhAnRmuUwKKcwKCf/KaMwjCunRW+GOSdPfmekIo0n/ymjMCiniArChGiKOgzKKQzKyX/KKAzjyun8a+EEzRAmSePJf8ooDMopooIwIfoBDINyCoNy8p8yCoNyCoNy8p8yCoNyinhZEJrZQjMbNLPvljx+oZk9bWZ9ZnarmU1Lqo8iIiIiIiKh87IgBL4G/LL4ATNbBFwNXAzMAvqBK+rftYnR0dGRdBdkHJRTGJST/5RRGJRTGJST/5RRGJRTxLsLCpnZBcAu4AFgQVHTRcBtzrl74u0+ATxuZp3Oud117+g+yufzSXdBxkE5hUE5+U8ZhUE5hUE5+U8ZhUE5RbyaITSzLuBTwMfKNC8CHhm945xbCwwBR9andxNLF8IMg3IKg3LynzIKg3IKg3LynzIKg3KK+DZD+GngGufcRtv74rdZoLvksW6gs3RDM3sv8F6A2bNnMzg4yNDQ0NiBox0dHeTz+bEfgo6ODgqFAgMDAwC0t7cD0N/fD0BbWxupVIq+vj4AMpkM6XR67H5LSwstLS309vaO3c9kMvT29uKco7m5mUwmQ39/P4VCgXQ6zdDQEDt27KBQKJBKpWhvb2dwcJB8Pj92P5fLMTw8jJmRzWbJ5XJj+5DNZr3bp9bW1rH7+8s+Kacw9kk5+b9Pvb29ZLPZ/WqflFMY+6Scwtin/S2n7u7u/W6flFMY+1Qpp2rMOVd1g4liZiuBpRWa7wc+CKwAjnfODZnZcmCBc+6d8fO/D9zvnPu3ou+5GzjTOferSq+7ZMkSt2rVqonZiQk0MDBAW1tb0t2QGpRTGJST/5RRGJRTGJST/5RRGBopJzP7lXNuSbm2us0QOufOrNZuZh8B5gIb4tnBLNBkZsc4504AVgOLi7Y/AsgAT05OjydXoVBIugsyDsopDMrJf8ooDMopDMrJf8ooDMop4tMxhF8H5gMvi29XAf8NvDZuXwGcZ2anm1kH0bGGN4d4QhlgbMpY/KacwqCc/KeMwqCcwqCc/KeMwqCcIt4cQ+ic6ye6lAQAZtYLDDrntsbtq83sMqLCcDpwF/BnSfRVRERERERkf+BNQVjKObe8zGPXA9fXvzcTb/RgUvGbcgqDcvKfMgqDcgqDcvKfMgqDcor4tGRURERERERE6kgFYUJGTzMrflNOYVBO/lNGYVBOYVBO/lNGYVBOERWEIiIiIiIiDUoFYUIa5ZonoVNOYVBO/lNGYVBOYVBO/lNGYVBOERWECUml9NaHQDmFQTn5TxmFQTmFQTn5TxmFQTlF9C4kpK+vL+kuyDgopzAoJ/8pozAopzAoJ/8pozAop4gKQhERERERkQalgjAhmUwm6S7IOCinMCgn/ymjMCinMCgn/ymjMCiniArChKTT6aS7IOOgnMKgnPynjMKgnMKgnPynjMKgnCIqCBOiNcthUE5hUE7+U0ZhUE5hUE7+U0ZhUE4RFYQiIiIiIiINSgVhQlpaWpLugoyDcgqDcvKfMgqDcgqDcvKfMgqDcoqoIEyIfgDDoJzCoJz8p4zCoJzCoJz8p4zCoJwi5pxLug+Tysy2Ak8n3Y8yZgDbku6E1KScwqCc/KeMwqCcwqCc/KeMwtBIOR3unJtZrmG/Lwh9ZWarnHNLku6HVKecwqCc/KeMwqCcwqCc/KeMwqCcIloyKiIiIiIi0qBUEIqIiIiIiDQoFYTJ+XrSHZBxUU5hUE7+U0ZhUE5hUE7+U0ZhUE7oGEIREREREZGGpRlCERERERGRBqWCUEREREREpEGpIKwzM5tmZreYWZ+ZPW1mFybdp0ZnZhkzuybOY7eZ/cbMzo3b5pqZM7Peotsnku5zozKzlWY2WJTFE0VtF8YZ9pnZrWY2Lcm+NqqSsdJrZiNm9pW4TeMpIWb2QTNbZWY5M7u2pO0sM1tjZv1mdreZHV7UljGzb5pZj5n90cw+VvfON5BKOZnZK8zsTjPbYWZbzexGMzu4qH25mQ2XjK0jEtmJ/VyVjKp+vmks1VeVnC4qyag/zu3EuL0hx5IKwvr7GjAEzAIuAq40s0XJdqnhpYFngKXAFODjwPfMbG7RNlOdc9n49ukE+ijP+2BRFkcBxGPoauBiorHVD1yRYB8bVlE2WeAgYAC4sWQzjaf62wR8Bvhm8YNmNgO4GfgEMA1YBdxQtMlyYCFwOPAq4O/M7Jw69LdRlc0JOIDo5BdzibLYDXyrZJsbisefc27dZHe2QVXKaFSlz7flaCzVU9mcnHMrSn5PfQBYB/y6aLOGG0vppDvQSMysA1gGHOuc6wXuM7MfEP0n9h8S7VwDc871EX1Qj7rdzJ4CTgR+lUin5IW6CLjNOXcPQPxX2cfNrNM5tzvZrjW0ZcAW4N6kO9LonHM3A5jZEmB2UdNbgNXOuRvj9uXANjM72jm3BrgEuNQ5txPYaWbfAC4F/qeO3W8YlXJyzv2oeDsz+yrws/r2TqDqWKpFY6mOXkBOlwDXuQY/y6ZmCOvrSCDvnHuy6LFHAM0QesTMZhFltbro4afNbKOZfSv+i7ok53Nmts3M7jezM+PHFhGNJQCcc2uJZuKPrH/3pEilX7QaT/4oHTt9wFpgkZkdABxc3I5+Z/niDPb8HQVwXrykdLWZvT+JTglQ5vNNY8lP8fL4M4DrSpoabiypIKyvLNBT8lg30JlAX6QMM2sGVgDfjv86vg04iWiJx4lEWa1IrocN7++BI4BDiZZP3WZm84nGVnfJthpbCYp/0S4Fvl30sMaTf6qNnWzR/dI2SYiZvRT4JPC3RQ9/D3gJMBP4C+CTZvaOBLrXyKp9vmks+eldwL3OuaeKHmvIsaSCsL56ga6Sx7qIjgWQhJlZCvgO0czSBwGcc73OuVXOubxz7rn48bPNTB/iCXDOPeSc2+2cyznnvg3cD7wOjS0fXQzcV/yLVuPJS9XGTm/R/dI2SYCZLQB+BPyVc25sKbZz7nfOuU3OuRHn3APAl4C3JtXPRlTj801jyU/vYs8/WjbsWFJBWF9PAmkzW1j02GL2XvYhdWZmBlxDdEKSZc654Qqbji5909jxgwOMaAwtHn0wPiNYhmjMSTL2+kVbhsZT8krHTgcwn+i4wp3A5uJ29DsrMfGs+13Ap51z36mx+ehnoyRn7PNNY8k/ZnYacAhwU41NG2Is6ZdwHcXHZtwMfMrMOuIfxjcSzUpJsq4kWiJwnnNuYPRBMzvZzI4ys5SZTQe+DKx0zpUusZJJZmZTzey1ZtZqZmkzu4ho7f//EC3LOc/MTo//Q/sp4GadUCYZZnYq0bLeG0se13hKSDxmWoEmoGl0HAG3AMea2bK4/ZPAo/GSeYiOrfm4mR1gZkcTLaG6NoFdaAiVcjKzQ4GfAl91zl1V5nlvjDMyM3s58GHg+/XtfWOoklGtzzeNpTqq8pk36hLgv0r/n9CwY8k5p1sdb0Sn9b4V6AM2ABcm3adGvxGt93fAINGyjtHbRcA7gKfivDYTfaAflHSfG/FGtJ7/l0RLbHYBPwdeU9R+YTym+og+vKcl3edGvRFdAuQ7ZR7XeEouk+Xx51zxbXnc9ifAGqJLhKwE5hY9L0N02vYe4DngY0nvy/58q5QT8M/x18W/o3qLnvefwPb48TXAh5Pel/31ViWjqp9vGkt+5BS3tcb/jzirzPMacixZvPMiIiIiIiLSYLRkVEREREREpEGpIBQREREREWlQKghFREREREQalApCERERERGRBqWCUEREREREpEGpIBQREREREWlQKghFRCRIZna6mT1Rpf1aM/tMPfs0Gcxsrpm5kosqv5DnH2Nmq8zMKrRPyPtkZi81swf29fuIiEh9qSAUEZG6M7P1ZvYn+/I9nHP3OueOmqg+VWJmZ5rZxnFuuzwu3k6e7H69AJ8GLneTfOFh59yjwC4zO28yX0dERCaWCkIREZEJEM/AvQvYEf+bODM7GHgVcGudXnIF8L46vZaIiEwAFYQiIpIoM7vUzO4zs8vNbKeZPWVm5xa1TzOzb5nZprj91vjxPWbuzOx4M/u1me02sxuA1pLXeb2Z/cbMdpnZA2b20qK29Wb2N2b2qJl1m9kNZtZqZh3Aj4BDzKw3vh1SYVdOBw4GPgxcYGYtL2Af55nZPXHf7zKzr5nZdyu8X1PM7Boz22xmz5rZZ8ysqUKfXgP82jk3OEHv0wlm9nD83Bvj96l4uelK4Cwzy1Toj4iIeEYFoYiI+OBk4AlgBvBvwDVFx7x9B2gHFgEHAv9e+uS4+Lo13nYacCOwrKj9eOCbRLNX04GrgR+UFC5vA84B5gEvBS51zvUB5wKbnHPZ+Lapwj5cAtwGfC++X7p0sto+Xg/8Iu7bcuDiCq8BcC2QBxYAxwNnA++psO1x8WsC+/Y+xc+9JX79acB/Am8ufjHn3LPAMDDpS3lFRGRiqCAUEREfPO2c+4ZzbgT4NtFM26x4yeO5wGXOuZ3OuWHn3M/KPP8VQDPwH/E2NwG/LGp/L3C1c+4h59yIc+7bQC5+3qgvO+c2Oed2EBV2Lxtv582sHTgfuN45NwzcxN7LRivt42HAScAnnXNDzrn7gB9UeJ1ZwOuAjzjn+pxzW4gK5AsqdG0qsLvo/r68T68A0kTv07Bz7maiIrbU7vh1RUQkAC/qjGUiIiIT7I+jXzjn+uOJsyzRTNQO59zOGs8/BHi25MQpTxd9fThwiZl9qOixlvh5e/UB6C9pq+XNRLN2P4zvrwDuMrOZzrmtpd+/ZB9nEO1jf9H3ewaYU+Z1Dicq6DYXnTQ0FW9fzk6gs+j+vrxPrsxzy71uJ7CrQn9ERMQzmiEUERGfPQNMM7OpNbbbDBxacmmFw0q+z2edc1OLbu3Ouf8cRx/Gc3bOS4iKuw1m9keipZjNwIXjeO5mon1sL3qsXDEI0X7kgBlF+9HlnFtUYftHgSNLXuvFvk/lnrtHP83sUKICsuLlQERExC8qCEVExFvOuc1EJ3W5wswOMLNmMzujzKYPEs3QfTje5i3Ay4vavwFcZmYnW6TDzP7UzDrLfK9SzwHTzWxKuca4CDoLeD3RMtOXAYuBzzOOs406554GVgHLzazFzE5h7+MPR7fdDNwB/F8z6zKzlJnNN7OlFb79ncAJZjZ64ph9eZ8eBEaAD5pZ2szeWPJcgKXAT51zuVr7LSIiflBBKCIivruY6EQla4AtwEdKN3DODQFvAS4luuzD24Gbi9pXAX8BfJVoGeUf4m1rcs6tITqByrr4zJulS0kvBn7jnLvDOffH0RvwZeClZnbsOF7mIuAUYDvwGeAGopnAct5FNAv3u3hfbiI6HrFc358Dfgq8Mb7/ot+nouf+OdGS0HcCt5f08yLgqnHsr4iIeMIm+Tq1IiIi8gLFl4NY45z75wn4XscQncTm5RN9cXozewi4yjn3rfjyFFc7506ZyNcQEZHJpYJQREQkYWZ2EtGM3VNEl5G4FTjFOfdwkv0qFS9NfQLYxvOzgUfES1lFRCRAOsuoiIhI8g4iWro5HdgIvN+3YjB2FNF1FjuAdcBbVQyKiIRNM4QiIiIiIiINSieVERERERERaVAqCEVERERERBqUCkIREREREZEGpYJQRERERESkQakgFBERERERaVAqCEVERERERBrU/wJ8qMIOCnEzNgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "\n",
    "from numpy import log10, degrees\n",
    "\n",
    "\n",
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "# Display the results\n",
    "\n",
    "plt.plot(degrees(incident_angle), 10 * log10(rcs[:, 0]), '', label='VV')\n",
    "\n",
    "plt.plot(degrees(incident_angle), 10 * log10(rcs[:, 1]), '--', label='HH')\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('RCS vs Incident Angle', size=14)\n",
    "\n",
    "plt.ylabel('RCS (dBsm)', size=12)\n",
    "\n",
    "plt.xlabel('Incident Angle (deg)', size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the legend\n",
    "\n",
    "plt.legend(loc='upper right', prop={'size': 10})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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